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NemiM [27]
3 years ago
7

Robinson Crusoe was trying to decide if they should continue making coin purses or outsource to a supplier. Their fixed costs to

make them in house were $3,750, and the variable costs were $1.35 per unit. One of their suppliers in Mexico made a similar product for $5.75 per unit. Calculate the break-even point. Group of answer choices 594 units 852 units 652 units 2,778 units 15,972 units
Business
1 answer:
tester [92]3 years ago
5 0

Answer:

852 units

Explanation:

The break-even point is number of unit produced whereas the cost of in house produced equal to selling price of similar products

Selling price of similar products  = fixed cost per unit + variable cost per unit

$5.75 = $3,750/ number of unit produced + $1.35

number of unit produced = $3,750/($5.75-$1.35) = 852 units

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It should be noted that in the Production Oriented Era,manufacturers focused on product innovation, rather than satisfying the needs of individual customers.

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8 0
2 years ago
Dave Bowers collects U.S. gold coins. He has a collection of 41 coins. Some are​ $10 coins, and the rest are​ $20 coins. If the
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Answer:

1. Dave has 23 ($10 coins) and 18 ($20) coins.

2. Dave has 18 ($10 coins) and 16 ($20) coins.

Explanation:

1.

Let x be the number of $10 coins.

Then, the number of $20 coins will be 41-x.

The equation for the sum of money can be written as:

590 = 10x + 20 * (41-x)

590 = 10x + 820 - 20x

590 - 820 = -10x

-230 / -10 = x

x = 23

This means that Dave has 23 $10 coins and (41-23 = 18) 18 $20 coins that sum up to a face value of $590.

2.

Using the same priciple,

let x be the number of $10 coins

let 34-x be the number of $20 coins

Sum of money equation:

500 = 10x + 20 * (34-x)

500 = 10x + 680 - 20x

500 - 680 = -10x

-180 / -10 = x

x = 18

So, Dave has 18 $10 coins and (34-18 = 16)  16 $20 coins that add up to a face value of $500.

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