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3 years ago

Shondra is thinking of making payments for her laptop by setting up automatic withdrawals with the store. What must

Business

2 answers:

eimsori [14]3 years ago

8 0

Answer:

Explanation:

ON EDU 2020

torisob [31]3 years ago

5 0

Answer:

Shondra should be sure she will have enough in her account to be able to make the monthly payments.

Explanation:

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A U.S. manufacturing company operating a subsidiary in an LDC (less-developed country) shows the following results: U.S. LDC Sal

Dmitrij [34]

Answer:

Part A:

Labur Productivity:

For US=5.14, LDC=1.35

Capital Productivity:

For US=1.72 LDC=4.31

Part B:(Multi factor productivity)

For US=1.29 LDC=1.03

Part C: (Raw material productivity)

For US=4.90 LDC=10.02

Explanation:

Part A:

Labur Productivity:

For US:

$Partial Labor Productivity=\frac{Sale(units)}{Labour(hours} \\Partial Labor Productivity=\frac{100505}{19550} \\Partial Labor Productivity=5.14$

For LDC:

$Partial Labor Productivity=\frac{Sale(units)}{Labour(hours} \\Partial Labor Productivity=\frac{19600}{14550} \\Partial Labor Productivity=1.35$

Capital Productivity:

For US:

$Capital Productivity=\frac{Sale(units)}{Capital Equipment} \\Capital Productivity=\frac{100505}{58600}\\Capital Productivity=1.72$

For LDC:

$Capital Productivity=\frac{Sale(units)}{Capital Equipment} \\Capital Productivity=\frac{19600}{4550}\\Capital Productivity=4.31$

Part B:

For US:

$Multifactor Productivity=\frac{Sales(units)}{labour(Hours) + Capital Equipment(hours)}\\ Multifactor Productivity=\frac{100505}{19550+58600} \\Multifactor Productivity=1.29$

For LDC:

$Multifactor Productivity=\frac{Sales(units)}{labour(Hours) + Capital Equipment(hours)}\\ Multifactor Productivity=\frac{19600}{14550+4550} \\Multifactor Productivity=1.03$

Part C:

For US:

$Raw material productivity=\frac{Sales(Hour)}{Raw Material} \\ Raw material productivity=\frac{100505}{20500} \\ Raw material productivity=4.90$

ForLDC:

Converting Raw material FC into $ (1$=10FC)

Raw Material =19550/10=$1955

$Raw material productivity=\frac{Sales(Hour)}{Raw Material} \\ Raw material productivity=\frac{19600}{1955} \\ Raw material productivity=10.02$

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