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The Following Data Is Given for the Walker Company Overhead Is Applied on Standard Labor Hours

question 19

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The following data is given for the Walker Company:  Budgeted production 1,000 units  Actual production 980 units  Materials:  Standard price per lb $2.00 Standard pounds per completed unit 12 Actual pounds purchased and used in production 11,800 Actual price paid for materials $23,000 Labor:  Standard hourly labor rate $14 per hour  Standard hours allowed per completed unit 4.5 Actual labor hours worked 4,560 Actual total labor costs $62,928 Overhead: $27,000 Actual and budgeted fixed overhead $3.50 per standard direct labor hour  Standard variable overhead rate $15,500\begin{array} { l l } \text { Budgeted production } & 1,000 \text { units } \\\text { Actual production } & 980 \text { units } \\\text { Materials: } & \\\text { Standard price per lb } & \$ 2.00 \\\text { Standard pounds per completed unit } & 12 \\\text { Actual pounds purchased and used in production } & 11,800 \\\text { Actual price paid for materials } & \$ 23,000 \\\text { Labor: } & \\\text { Standard hourly labor rate } & \$ 14 \text { per hour } \\\text { Standard hours allowed per completed unit } & 4.5 \\\text { Actual labor hours worked } & 4,560 \\\text { Actual total labor costs } & \$ 62,928 \\\text { Overhead: } & \$ 27,000 \\\text { Actual and budgeted fixed overhead } & \$ 3.50 \text { per standard direct labor hour } \\\text { Standard variable overhead rate } & \$ 15,500\end{array} Overhead is applied on standard labor hours. The variable factory overhead controllable variance is:


Definitions:

Investment

Allocation of resources, usually money, in order to generate income or profit.

Cash Flows

The total amount of money being transferred into and out of a business, especially regarding liquidity.

Net Present Value

A technique employed in the process of capital allocation for evaluating the profitability of a project or investment through determining the net present value of cash inflows and outflows.

Mutually Exclusive Projects

Investment projects where the acceptance of one project prevents the acceptance of another due to resource constraints or other factors.

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