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sleet_krkn [62]
2 years ago
15

The reserve ratio equals 2 percent. The Fed buys $1 million in U.S. government securities. The most the money supply can increas

e is a. $10 million. b. $40 million. c. $50 million. d. $100 million.
Business
1 answer:
Rudik [331]2 years ago
7 0

If the Fed buys $1 million in U.S. government securities. The most the money supply can increase is: c. $50 million.

<h3>Money supply</h3>

Using this formula

Mioney supply=Government securities/Reserve ratio

Where:

Government securities=$1 million

Reserve ratio=2% or 0.02

Let plug in the formula

Money supply=$1 million/0.02

Money supply=$50 million (Increase)

Therefore the most the money supply can increase is: c. $50 million.

Learn more about money supply here:brainly.com/question/3625390

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Majestic Corporation manufactures wheel barrows and uses budgeted machine hours to allocate variable manufacturing overhead. The
andre [41]

Answer:

$409185

Explanation:

Given: Budgeted output units: 28,475 units

Budgeted machine-hours: 17,085 hours

Budgeted variable manufacturing overhead costs for 28,475 units: $358,785

Actual output units produced: 32,475 units

Actual machine-hours used: 15,000 hours

Actual variable manufacturing overhead costs: $384,060.

First, we will find Budgeted machine hour per unit produced.

Budgeted machine hour per unit produced=  \frac{Budgeted\ machine\ hour}{Budgeted\ units}

⇒Budgeted machine hour per unit produced= 17085\div 28475= 0.6

∴Budgeted machine hour per unit produced= 0.6

Budgeted machine hours allowed for 32475 units= 32475\times 0.6= 19485

Budgeted variable overhead rate per machine hour= \textrm {Budgeted variable manufacturing overhead costs}\div Budgeted\ machine\ hours

Budgeted variable overhead rate per machine hour= 358785\div 17085= \$ 21

Now, lets find out flexible budget amount.

Flexible budget amount= \textrm{Budgeted machine hours allowed}\times \textrm{Budgeted variable overhead rate}

Flexible budget amount= 19485\times \$ 21= \$ 409185

∴Flexible budget amount for variable manufacturing overhead= $409185

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Answer:

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Explanation:

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