/**
 * Workflow helper functions
 *
 * @since       4.4.1
 * @version     1.0
 * @package     Email Subscribers
 */

/**
 * Function to validate workflow data item
 *
 * @param string                $type Data item type.
 * @param ES_Workflow_Data_Type $item Data item.
 *
 * @return mixed item of false
 *
 * @since 4.4.1
 */
function ig_es_validate_data_item( $type, $item ) {

	if ( ! $type || ! $item ) {
		return false;
	}

	$valid = false;

	// Validate with the data type classes.
	$data_type = ES_Workflow_Data_Types::get( $type );
	if ( $data_type ) {
		$valid = $data_type->validate( $item );
	}

	/**
	 * Filter to override data item validation
	 *
	 * @since 4.4.1
	 */
	$valid = apply_filters( 'ig_es_validate_data_item', $valid, $type, $item );

	if ( $valid ) {
		return $item;
	}

	return false;
}

/**
 * Function to convert bool values to int values.
 *
 * @param mixed $val Mixed values.
 * @return int
 *
 * @since 4.4.1
 */
function ig_es_bool_int( $val ) {
	return intval( (bool) $val );
}

/**
 * Generate tracking key
 * 
 * @param $length int
 * @param bool $case_sensitive When false only lowercase letters will be included
 * @param bool $more_numbers
 * @return string
 */
function ig_es_generate_key( $length = 25, $case_sensitive = true, $more_numbers = false ) {

	$chars = 'abcdefghijklmnopqrstuvwxyz0123456789';

	if ( $case_sensitive ) {
		$chars .= 'ABCDEFGHIJKLMNOPQRSTUVWXYZ';
	}

	if ( $more_numbers ) {
		$chars .= '01234567890123456789';
	}

	$password = '';
	$chars_length = strlen( $chars );

	for ( $i = 0; $i < $length; $i++ ) {
		$password .= substr($chars, wp_rand( 0, $chars_length - 1), 1);
	}

	return $password;
}

/**
 *  Does str_replace but limited to one replacement
 *
 * @param string$subject
 * @param string$find
 * @param string $replace
 * @return string
 */
function ig_es_str_replace_first_match( $subject, $find, $replace = '' ) {
	$pos = strpos($subject, $find);
	if ( false !== $pos ) {
		return substr_replace($subject, $replace, $pos, strlen($find));
	}
	return $subject;
}

/**
 * Get country name from country code
 * 
 * @param string $country_code
 * @return string|bool
 * 
 * @since 4.6.9
 */
function ig_es_get_country_name( $country_code ) {
	$countries = WC()->countries->get_countries();
	return isset( $countries[ $country_code ] ) ? $countries[ $country_code ] : false;
}

/**
  * Get state name from country and state code
 * 
 * @param string $country_code
 * @param string $state_code
 * @return string|bool
 * 
 * @since 4.6.9
 */
function ig_es_get_state_name( $country_code, $state_code ) {
	$states = WC()->countries->get_states( $country_code );
	return isset( $states[ $state_code ] ) ? $states[ $state_code ] : false;
}

/**
 * Get product image
 * 
 * @param WC_Product $product
 * @param string $size
 * @return array|false|string
 * 
* @since 4.6.9
 */
function ig_es_get_wc_product_image_url( $product, $size = 'shop_catalog' ) {

	$image_id = $product->get_image_id();
	if ( $image_id ) {
		$image_url = wp_get_attachment_image_url( $image_id, $size );
		return apply_filters( 'ig_es_email_product_image_src', $image_url, $size, $product );
	} else {
		$image_url = wc_placeholder_img_src( $size );
		return apply_filters( 'ig_es_email_product_placeholder_image_src', $image_url, $size, $product );
	}
}

function ig_es_create_list_from_product( $product ) {

	$list_id = 0;

	if ( ! ( $product instanceof WC_Product ) ) {
		return $list_id;
	}

	$product_name = $product->get_name();
	$product_sku  = $product->get_sku();
	
	$list_name = $product_name;

	if ( empty( $product_sku ) ) {
		$list_slug = $product_name;
	} else {
		$list_slug = $product_sku;
	}
	
	$list = ES()->lists_db->get_list_by_slug( $list_slug );
	if ( ! empty( $list ) ) {
		$list_id = $list['id'];
	} else {
		$list_id = ES()->lists_db->add_list( $list_name, $list_slug );
	}

	return $list_id;
}/**
 * General API functions for scheduling actions
 */

/**
 * Enqueue an action to run one time, as soon as possible
 *
 * @param string $hook The hook to trigger.
 * @param array  $args Arguments to pass when the hook triggers.
 * @param string $group The group to assign this job to.
 * @return int The action ID.
 */
function as_enqueue_async_action( $hook, $args = array(), $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return 0;
	}
	return ActionScheduler::factory()->async( $hook, $args, $group );
}

/**
 * Schedule an action to run one time
 *
 * @param int $timestamp When the job will run.
 * @param string $hook The hook to trigger.
 * @param array $args Arguments to pass when the hook triggers.
 * @param string $group The group to assign this job to.
 *
 * @return int The action ID.
 */
function as_schedule_single_action( $timestamp, $hook, $args = array(), $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return 0;
	}
	return ActionScheduler::factory()->single( $hook, $args, $timestamp, $group );
}

/**
 * Schedule a recurring action
 *
 * @param int $timestamp When the first instance of the job will run.
 * @param int $interval_in_seconds How long to wait between runs.
 * @param string $hook The hook to trigger.
 * @param array $args Arguments to pass when the hook triggers.
 * @param string $group The group to assign this job to.
 *
 * @return int The action ID.
 */
function as_schedule_recurring_action( $timestamp, $interval_in_seconds, $hook, $args = array(), $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return 0;
	}
	return ActionScheduler::factory()->recurring( $hook, $args, $timestamp, $interval_in_seconds, $group );
}

/**
 * Schedule an action that recurs on a cron-like schedule.
 *
 * @param int $base_timestamp The first instance of the action will be scheduled
 *        to run at a time calculated after this timestamp matching the cron
 *        expression. This can be used to delay the first instance of the action.
 * @param string $schedule A cron-link schedule string
 * @see http://en.wikipedia.org/wiki/Cron
 *   *    *    *    *    *    *
 *   ┬    ┬    ┬    ┬    ┬    ┬
 *   |    |    |    |    |    |
 *   |    |    |    |    |    + year [optional]
 *   |    |    |    |    +----- day of week (0 - 7) (Sunday=0 or 7)
 *   |    |    |    +---------- month (1 - 12)
 *   |    |    +--------------- day of month (1 - 31)
 *   |    +-------------------- hour (0 - 23)
 *   +------------------------- min (0 - 59)
 * @param string $hook The hook to trigger.
 * @param array $args Arguments to pass when the hook triggers.
 * @param string $group The group to assign this job to.
 *
 * @return int The action ID.
 */
function as_schedule_cron_action( $timestamp, $schedule, $hook, $args = array(), $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return 0;
	}
	return ActionScheduler::factory()->cron( $hook, $args, $timestamp, $schedule, $group );
}

/**
 * Cancel the next occurrence of a scheduled action.
 *
 * While only the next instance of a recurring or cron action is unscheduled by this method, that will also prevent
 * all future instances of that recurring or cron action from being run. Recurring and cron actions are scheduled in
 * a sequence instead of all being scheduled at once. Each successive occurrence of a recurring action is scheduled
 * only after the former action is run. If the next instance is never run, because it's unscheduled by this function,
 * then the following instance will never be scheduled (or exist), which is effectively the same as being unscheduled
 * by this method also.
 *
 * @param string $hook The hook that the job will trigger.
 * @param array $args Args that would have been passed to the job.
 * @param string $group The group the job is assigned to.
 *
 * @return string|null The scheduled action ID if a scheduled action was found, or null if no matching action found.
 */
function as_unschedule_action( $hook, $args = array(), $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return 0;
	}
	$params = array(
		'hook'    => $hook,
		'status'  => ActionScheduler_Store::STATUS_PENDING,
		'orderby' => 'date',
		'order'   => 'ASC',
		'group'   => $group,
	);
	if ( is_array( $args ) ) {
		$params['args'] = $args;
	}

	$action_id = ActionScheduler::store()->query_action( $params );
	if ( $action_id ) {
		ActionScheduler::store()->cancel_action( $action_id );
	}

	return $action_id;
}

/**
 * Cancel all occurrences of a scheduled action.
 *
 * @param string $hook The hook that the job will trigger.
 * @param array $args Args that would have been passed to the job.
 * @param string $group The group the job is assigned to.
 */
function as_unschedule_all_actions( $hook, $args = array(), $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return;
	}
	if ( empty( $args ) ) {
		if ( ! empty( $hook ) && empty( $group ) ) {
			ActionScheduler_Store::instance()->cancel_actions_by_hook( $hook );
			return;
		}
		if ( ! empty( $group ) && empty( $hook ) ) {
			ActionScheduler_Store::instance()->cancel_actions_by_group( $group );
			return;
		}
	}
	do {
		$unscheduled_action = as_unschedule_action( $hook, $args, $group );
	} while ( ! empty( $unscheduled_action ) );
}

/**
 * Check if there is an existing action in the queue with a given hook, args and group combination.
 *
 * An action in the queue could be pending, in-progress or async. If the is pending for a time in
 * future, its scheduled date will be returned as a timestamp. If it is currently being run, or an
 * async action sitting in the queue waiting to be processed, in which case boolean true will be
 * returned. Or there may be no async, in-progress or pending action for this hook, in which case,
 * boolean false will be the return value.
 *
 * @param string $hook
 * @param array $args
 * @param string $group
 *
 * @return int|bool The timestamp for the next occurrence of a pending scheduled action, true for an async or in-progress action or false if there is no matching action.
 */
function as_next_scheduled_action( $hook, $args = null, $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return false;
	}

	$params = array(
		'hook'    => $hook,
		'orderby' => 'date',
		'order'   => 'ASC',
		'group'   => $group,
	);

	if ( is_array( $args ) ) {
		$params['args'] = $args;
	}

	$params['status'] = ActionScheduler_Store::STATUS_RUNNING;
	$action_id        = ActionScheduler::store()->query_action( $params );
	if ( $action_id ) {
		return true;
	}

	$params['status'] = ActionScheduler_Store::STATUS_PENDING;
	$action_id        = ActionScheduler::store()->query_action( $params );
	if ( null === $action_id ) {
		return false;
	}

	$action         = ActionScheduler::store()->fetch_action( $action_id );
	$scheduled_date = $action->get_schedule()->get_date();
	if ( $scheduled_date ) {
		return (int) $scheduled_date->format( 'U' );
	} elseif ( null === $scheduled_date ) { // pending async action with NullSchedule
		return true;
	}

	return false;
}

/**
 * Check if there is a scheduled action in the queue but more efficiently than as_next_scheduled_action().
 *
 * It's recommended to use this function when you need to know whether a specific action is currently scheduled
 * (pending or in-progress).
 *
 * @since x.x.x
 *
 * @param string $hook  The hook of the action.
 * @param array  $args  Args that have been passed to the action. Null will matches any args.
 * @param string $group The group the job is assigned to.
 *
 * @return bool True if a matching action is pending or in-progress, false otherwise.
 */
function as_has_scheduled_action( $hook, $args = null, $group = '' ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return false;
	}

	$query_args = array(
		'hook'     => $hook,
		'status'   => array( ActionScheduler_Store::STATUS_RUNNING, ActionScheduler_Store::STATUS_PENDING ),
		'group'    => $group,
		'orderby'  => 'none',
	);

	if ( null !== $args ) {
		$query_args['args'] = $args;
	}

	$action_id = ActionScheduler::store()->query_action( $query_args );

	return $action_id !== null;
}

/**
 * Find scheduled actions
 *
 * @param array $args Possible arguments, with their default values:
 *        'hook' => '' - the name of the action that will be triggered
 *        'args' => NULL - the args array that will be passed with the action
 *        'date' => NULL - the scheduled date of the action. Expects a DateTime object, a unix timestamp, or a string that can parsed with strtotime(). Used in UTC timezone.
 *        'date_compare' => '<=' - operator for testing "date". accepted values are '!=', '>', '>=', '<', '<=', '='
 *        'modified' => NULL - the date the action was last updated. Expects a DateTime object, a unix timestamp, or a string that can parsed with strtotime(). Used in UTC timezone.
 *        'modified_compare' => '<=' - operator for testing "modified". accepted values are '!=', '>', '>=', '<', '<=', '='
 *        'group' => '' - the group the action belongs to
 *        'status' => '' - ActionScheduler_Store::STATUS_COMPLETE or ActionScheduler_Store::STATUS_PENDING
 *        'claimed' => NULL - TRUE to find claimed actions, FALSE to find unclaimed actions, a string to find a specific claim ID
 *        'per_page' => 5 - Number of results to return
 *        'offset' => 0
 *        'orderby' => 'date' - accepted values are 'hook', 'group', 'modified', 'date' or 'none'
 *        'order' => 'ASC'
 *
 * @param string $return_format OBJECT, ARRAY_A, or ids.
 *
 * @return array
 */
function as_get_scheduled_actions( $args = array(), $return_format = OBJECT ) {
	if ( ! ActionScheduler::is_initialized( __FUNCTION__ ) ) {
		return array();
	}
	$store = ActionScheduler::store();
	foreach ( array('date', 'modified') as $key ) {
		if ( isset($args[$key]) ) {
			$args[$key] = as_get_datetime_object($args[$key]);
		}
	}
	$ids = $store->query_actions( $args );

	if ( $return_format == 'ids' || $return_format == 'int' ) {
		return $ids;
	}

	$actions = array();
	foreach ( $ids as $action_id ) {
		$actions[$action_id] = $store->fetch_action( $action_id );
	}

	if ( $return_format == ARRAY_A ) {
		foreach ( $actions as $action_id => $action_object ) {
			$actions[$action_id] = get_object_vars($action_object);
		}
	}

	return $actions;
}

/**
 * Helper function to create an instance of DateTime based on a given
 * string and timezone. By default, will return the current date/time
 * in the UTC timezone.
 *
 * Needed because new DateTime() called without an explicit timezone
 * will create a date/time in PHP's timezone, but we need to have
 * assurance that a date/time uses the right timezone (which we almost
 * always want to be UTC), which means we need to always include the
 * timezone when instantiating datetimes rather than leaving it up to
 * the PHP default.
 *
 * @param mixed $date_string A date/time string. Valid formats are explained in http://php.net/manual/en/datetime.formats.php.
 * @param string $timezone A timezone identifier, like UTC or Europe/Lisbon. The list of valid identifiers is available http://php.net/manual/en/timezones.php.
 *
 * @return ActionScheduler_DateTime
 */
function as_get_datetime_object( $date_string = null, $timezone = 'UTC' ) {
	if ( is_object( $date_string ) && $date_string instanceof DateTime ) {
		$date = new ActionScheduler_DateTime( $date_string->format( 'Y-m-d H:i:s' ), new DateTimeZone( $timezone ) );
	} elseif ( is_numeric( $date_string ) ) {
		$date = new ActionScheduler_DateTime( '@' . $date_string, new DateTimeZone( $timezone ) );
	} else {
		$date = new ActionScheduler_DateTime( $date_string, new DateTimeZone( $timezone ) );
	}
	return $date;
}	
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                     <h2>What Is Cost Of Gross Sales: Its Definition, Calculation, And Significance                     </h2>
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                     <p>At the tip of the year, the merchandise that weren&#8217;t offered are subtracted from the sum of starting inventory and additional purchases. The final quantity derived from the calculation is the price of items sold for the yr. Direct labor prices, another integral facet of value of sales, encapsulate the wages and benefits paid to the workforce instantly concerned in the manufacturing process.</p>
<ul>
<li>Accurate tracking of those supplies requires robust inventory management systems to make sure exact recording and valuation.</li>
<li>The major problem with calculating the price of gross sales is knowing which of your outgoings relate to your price of gross sales.</li>
<li>The cost of goods bought is basically the wholesale price of every merchandise, which includes the direct labor costs incurred to provide each product.</li>
<li>One of the only methods to interpret the price of sales and its influence on gross revenue and gross margin is to check them over totally different periods of time, similar to months, quarters, or years.</li>
<li>The categorization of expenses into Price of Gross Sales or Operating Bills (OpEx) is dependent on the business and the nature of a company’s business activities.</li>
</ul>
<p>It is the one means that the majority companies can get hold of a large sufficient lump sum to pay for a significant investment in the future. However each businesses and their potential buyers need to regulate the debt to capital ratio to avoid getting in too deep. Like individuals, companies must have an active credit score history to acquire debt capital. The rates of interest vary relying on the type of capital obtained and the borrower’s credit historical past.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="609px" alt="what is cost of sales in business" 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"/></p>
<p>The alternative between periodic and perpetual inventory systems affects how businesses manage and report stock. Each system has unique benefits and challenges, influencing operational efficiency and financial accuracy. While bulk purchases can result in cost savings, it’s essential to consider the potential increase in storage and inventory carrying costs. All The Time goal for a steadiness that maximises savings without increasing other expenses. Adopting inventory administration software program also can assist maintain track of inventory levels, make smarter buying choices, and scale back the danger of overstocking or understocking. This article aims to define the price of gross sales, explain its calculation methods, and discover its significance in the enterprise landscape.</p>
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<p>One of the most important metrics for any enterprise is the cost of sales, which measures how a lot it prices to supply or deliver the products or providers which might be bought. The value of gross sales formula can also assist companies to identify areas where they can scale back their prices and improve <a href="https://www.kelleysbookkeeping.com/what-is-the-cost-of-sales/">what is cost of sales in business</a> their profitability. Value of sales and cost of goods bought are two terms that are typically used interchangeably, but they have completely different meanings and implications for your small business. Price of gross sales is a broader time period that includes all the expenses associated to promoting your services or products, such as marketing, distribution, and customer support.</p>
<p>Your inventory turnover ratio shows how effectively you would possibly be managing your stock and how shortly you would possibly be changing it into sales. By rising your stock turnover ratio, you can cut back your stock holding prices, corresponding to storage, insurance coverage, obsolescence, and spoilage, and improve your cash circulate and liquidity. Use your price of sales to enhance your small business performance and profitability.</p>
<p>The job website is 50 miles away, so every vehicle will drive a 100 mile round trip. Telephone Service – The telephone <a href="https://www.kelleysbookkeeping.com/">https://www.kelleysbookkeeping.com/</a> invoice will arrive each month whether you promote 100 widgets or 1,000,000 widgets; therefore, it&#8217;s not to be thought of a part of your value of revenue. Salaries – Worker salaries aren&#8217;t directly tied to revenue, in different words, your employees are paid the same salary every month whether they promote roughly goods and services. At the top of the yr, take stock of all the remaining inventory—this means all products that stay and haven&#8217;t been sold. This info might be used within the present COGS calculation and will also be required for the following year&#8217;s calculations.</p>
<p>Your value of gross sales is a key indicator of your small business efficiency and profitability. You can even evaluate your value of gross sales to your industry benchmarks and competitors to see how you stack up towards them. You can use these insights to identify areas the place you presumably can reduce your costs, improve your gross sales, or optimize your pricing technique. To benchmark your price of sales efficiency, you need to examine your ratios with the business common and your opponents. You can discover trade common ratios from varied sources, such as commerce associations, trade reports, or on-line databases. You can also obtain your rivals&#8217; ratios from their monetary statements, annual reviews, or websites.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="605px" alt="what is cost of sales in business" 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"/></p>
<p>Continuous monitoring and refinement of these elements can enhance gross profit margins and strengthen financial health. The income assertion offers a snapshot of a company’s monetary performance over a specific period. It begins with revenues, then deducts the value of sales to calculate gross revenue.</p>
<p><img decoding="async" class='aligncenter' style='display: block;margin-left:auto;margin-right:auto;' width="604px" alt="what is cost of sales in business" 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"/></p>
<p>Since revenue is not recurring, you have to pay special consideration to buyer lifetime value and repeat buying patterns. In Contrast To established companies with years of historic data, startups should build these predictions utilizing market research, business mannequin assumptions, and strategic planning. Let’s picture you have received a brilliant concept, a passionate group, and the drive to vary the world. However deep down, you realize 90% of startups fail, and poor monetary projections rank among the top three the cause why &#8211; typically as a result of gaps in understanding business vs financial threat. In the realm of productiveness, the idea of time management has undergone a major&#8230;</p>
                    
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