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Lelu [443]
3 years ago
12

When they produce 20,000 units per month, Sanders Incorporated has variable costs of $392,000 and fixed costs of $242,000. If Sa

nders increases their production to 25,000 units, by how much will they have to increase their budget?
A : $98,000
B : $158,500
C : $490,000
D : $792,500
Business
1 answer:
Lady_Fox [76]3 years ago
6 0

Answer:

increased in budget = $98000

correct option is A $98000

Explanation:

given data

produce = 20,000 units per month

variable costs = $392,000

fixed costs = $242,000

increases production = 25,000 units

to find out

how much will they have to increase their budget

solution

we get here total cost or present budget that is

total cost = variable cost + fixed cost

total cost = $392000 + $242000

total cost = $634000

and

variable cost per unit will be here

variable cost per unit = \frac{variable\ costs}{produce}

variable cost per unit = \frac{392000}{20000}

variable cost per unit = 19.6

and

variable cost for increased production = increases production × variable cost per unit  

variable cost for increased production = 25000 × 19.6

variable cost for increased production = 490000

and

total cost of increased production = fixed cost + variable cost for increased production

total cost of increased production = $242000 + $490000

total cost of increased production = $732000

and

increased in budget = $732000 - $634000

increased in budget = $98000

correct option is A $98000

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Answer:

The standard cost is $5 per lbs

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Explanation:

Volume variance

(standard\:quantity-actual\:quantity) \times standard \: cost = DM \: efficiency \: variance

std quantity                   2800.00  (1,400 units times 2 pounds per unit)

actual quantity           3000.00

std cost                                     ??

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efficiency variance        $(1,000.00)

-200 x Std cost = -1,000

Standard cost = -1,000/-200 = 5

The standard cost is $5 per lbs

each units uses 2 lbs, so the unit stadard cost is $10

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We are going to use the formula: I = Prt, we will derived the formula of rate.

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