Solution :
The formula for calculating the average daily collection float is =
[ ( Amount of Item 1 * No. of days of delay of Item 1 ) + ( Amount of Item 2 * No. of days of delay of Item 2 ) + ……………….. ( Amount of Item n * No. of days of delay of Item n ) ] / 30
As per the information given in the question we have
Amount of Item 1 = $ 8,400 ; No. of days of delay of Item 1 = 6
Amount of Item 2 = $ 8,300 ; No. of days of delay of Item 2 = 2
Amount of Item 3 = $ 3,200 ; No. of days of delay of Item 3 = 3
Amount of Item 4 = $ 7,200 ; No. of days of delay of Item 4 = 4
Thus applying the above information in the formula we have
= [ ( $ 8,400 * 6 ) + ( $ 8,300 * 2 ) + ( $ 3,200 * 3 ) + ( $ 7,200 * 4 ) ] / 30
= [ $ 50,400 + $ 16,600 + $ 9,600 + $ 28,800 ] / 30
= $ 105,400 / 30
= $ 3,513.333
= $ 3,513 ( when rounded off to the nearest whole number )
Thus the amount of the average daily collection float = $ 3,513.3333
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