In: Accounting
1. Oxford Industries has the following sales forecasts for its snowshoes next year: First Quarter 24,000 pairs Second Quarter 4 % increase over first quarter Third Quarter 5 % decrease from second quarter Fourth Quarter 7 % increase over first quarter What is Oxfords estimated sales revenue for next year if each pair sells for an average of $25? Multiple Choice $2,304,000. $2,400,000. $2,404,800. $2,458,800.
2.
Item10
Time Remaining 30 minutes 47 seconds
00:30:47
Item 10
Item 10
Time Remaining 30 minutes 47 seconds
00:30:47
To derive the raw material to purchase during an accounting period, an accountant would calculate the raw material required for production and then:
Multiple Choice
add the beginning raw-material inventory and subtract the desired ending raw-material inventory.
add the desired ending raw-material inventory and subtract the beginning raw-material inventory.
add the desired ending raw-material inventory and subtract both the beginning raw-material inventory and the expected units to be sold.
add the beginning raw-material inventory and the desired ending raw-material inventory.
subtract the beginning raw-material inventory and the desired ending raw-material inventory.
Dear student, only one question is allowed at a time. I am answering the first question
1)
We have to calculate estimated total sales units and then multiply it with sales price to arrive at sales revenue
Estimated Sales for first quarter = 24,000 units
Estimated Sales for second quarter = Estimated Sales for first quarter x ( 1 + Increase / - decrease )
= 24,000 x( 1 + 04/ 100 )
= 24,000 x 1.04
= 24,960 units
Similarly,
Estimated Sales for third quarter
= 24,960 x ( 1 – 0.05 )
= 24,960 x 0.95
= 23,712 units
Estimated Sales for fourth quarter
= 24,000 x( 1 + 07/ 100 )
= 24,000 x 1.07
= 25,680 units
So, Estimated total sales units for the year
= Quarter 1 + Quarter 2 + Quarter 3 + Quarter 4
= 24,000 + 24,960 + 23,712 + 25,680
= 98,352 units
So, Estimated sales revenue for the year
= Estimated sales units x Selling price per unit
= 98,352 x $25
= $ 2,458,800
So, as per above calculations, option D is the correct option