Coronado Industries wants to sell a sufficient quantity of products to earn a profit of $250000. If the unit sales price is $9, unit variable cost is $8, and total fixed costs are $200000, how many units must be sold to earn income of $250000?
a) 168,750 units
b) 90,000 units
c) 112,500 units
d) 67,500 units

Break-even point in units= 450,000 units

Explanation:

Giving the following information:

Desired profit= $250,000

Sales price is $9

Unitary variable cost= $8

Total fixed costs are $200000

To determine the number of units required, we need to use the break-even point formula, including the desired profit.

Break-even point in units= (fixed costs + desired profit) / contribution margin per unit

Break-even point in units= (200,000 + 250,000) / ( 9 - 8)

Break-even point in units= 450,000 units

the correct answer would be b, when, queen, calder hall and london.

explanation:

we always capitalize words when a paragraph or sentence is starting, when an important name is used, when a place is being written, or simply when a noun is used, etc. so in this sentence, sentence is starting from 'when', so it will be written in capital letters. secondly, queen is considered to be an important person, so it will also be written in capital letter. next, the name of the town is mentioned, i-e calder hall, which will also be written in capital letters. in the last,   city name is being used, 'london', which will also be written in capital letters. so option b is the most appropriate one.

2,283,000

explanation:

i just had to add it