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777dan777 [17]
3 years ago
5

The Sit-N-Spin Corporation manufactures and assembles office chairs. Sit-N-Spin uses an activity-based costing system to allocat

e all manufacturing conversion costs. Each chair consists of 10 separate parts totaling $165 in direct materials, and requires 5.0 hours of machine time to produce. Additional information follows: Activity Allocation Base Cost Allocation Rate Materials handling Number of parts $2.75 per part Machining Machine hours $5.00 per machine hour Assembling Number of parts $1.50 per part Packaging Number of finished units $3.75 per finished unitWhat is the cost of materials handling per chair
Business
1 answer:
Dahasolnce [82]3 years ago
4 0

Answer:

Materials handling Allocation= $27.5

Explanation:

Giving the following information:

Each chair consists of 10 separate parts totaling $165 direct materials and requires 5.0 hours of machine time to produce.

Materials handling= $2.75 per part

Machining=  $5.00 per machine hour

Assembling= $1.50 per part

Packaging= $3.75 per finished unit

Material Handling allocation base is: Number of parts.

Allocation= 10 parts* $2.75= $27.5

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The managing activity of organizing
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You want to provide spending money for your 4 year old during their college years. You can afford to deposit $600/year for the n
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Answer:

The Annual investment that you will to make will be $1,069.01

Explanation:

In order to calculate the uniform annual investment that will you have to make on the child's 8th through 17th birthdays to meet this goal, we have to make the following calculations:

First we need to calculate the Amount you have at the end of child's 8th year = 600*(1+0.05)^4 + 600*(1+0.05)^3 + 600*(1+0.05)^2 + 600*(1+0.05)^1 = $2,715.38

Therefore, Value of this amount at the end of 17th year = $2715.38 * (1+0.05)^9 = $4,212.45

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Therefore, to calculate the annual investment we would have to use the following formula:

FV of annuity = P*[((1+r)^n - 1)/r]

P - Periodic payment =?

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n - number of periods = 17-8 = 9

$11787.55 = P*(((1+0.05)^9 - 1)/0.05)

P = $11,787.55/11.03 = $1,069.01

The Annual investment that you will to make will be $1,069.01

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