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Flauer [41]
3 years ago
14

Direct Labor Variances Advanced Micro Devices develops high-performing computing products. Assume one of its processors, Ryzen 7

Pro, has a standard labor time of 0.25 hours and a standard labor rate of $20 per hour. During February, the following activities pertaining to direct labor for Ryzen 7 Pro were recorded: Direct labor hours used 64,000 Direct labor cost $1,248,000 Units of Ryzen 7 Pro manufactured 250,000
(a) Determine the labor rate variance.
(b) Determine the labor efficiency variance.
(c) Determine the total flexible budget labor cost variance.
Business
1 answer:
Butoxors [25]3 years ago
7 0

Answer and Explanation:

The computation is shown below:

a. The labor rate variance is

= (standard rate - actual rate) × actual labor hours

= ($20 - $19.50) × 64,000

= $32,000 favorable

b. The labor efficiency variance is

= (standard hours - actual hours) × standard rate

= (62,500 - 64,000) × $20

= -$30,000 unfavorable

c. the total flexible budget variance is

= standard cost - actual cost

= ($1,250,000 - $1,248,000)

= $2,000 favorable

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Answer:

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adoni [48]

Answer:

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2 years ago
A bond with 16 years to maturity and a semiannual coupon rate of 4.93 percent has a current yield of 5.29 percent. The bond's pa
zhannawk [14.2K]

Answer:

Price of bond= $1,922.92

Explanation:

<em>The value of the bond is the present value(PV) of the future cash receipts expected from the bond. The value is equal to present values of interest payment plus the redemption value (RV). </em>

Value of Bond = PV of interest + PV of RV  

Semi-annual interest = 4.93% × 2,000 × 1/2 =49.3

Semi-annual yield = 5.29%/2= 2.65%

PV of interest payment

PV = A (1- (1+r)^(-n))/r

A- 49.3, r-0.02645, n- 16×2

= 49.3× (1-(1.02645)^(-10)/0.02645)  

= 1,055.521

PV of redemption Value

<em>PV = F × (1+r)^(-n) </em>

F-2000, r-0.02645, n- 16 ×2

PV = 2,000 × 1.02645^(-16×2)

PV = 867.402

Price of Bond  

1055.52  + 867.40 =1,922.92

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4 0
3 years ago
EB5.
rusak2 [61]

Answer:

1. Break-even in units is 6,000 units

2. Break-even in dollars is $720,000

3. Contribution Income Statement for 10,000 units

Sales revenue (10,000 x 120)    $1,200,000

Variable cost   (10,000 x 90)       <u> (900,000)</u>

Contribution margin                    $300,000

Fixed cost                                     <u> (180,000)</u>

Profit                                              $120,000

4. Units to sell is 16,000

5. Dollars sale is $1,920,000

6. Contribution Income Statement for $2,400,000 sales revenue

Sales revenue (20,000 x 120)    $2,400,000

Variable cost   (120,000 x 90)     <u> (1,800,000)</u>

Contribution margin                       $600,000

Fixed cost                                       <u> (180,000)</u>

Profit                                              $420,000

Explanation:

1. To compute the Break-even point in units,

Formula is BEP = total fixed cost / unit contribution margin

 <em>Step 1. Compute the unit contribution margin</em>

Unit selling price              $120

Less : variable cost             <u> 90</u>

Unit contribution margin   $30

  <em>Step 2. compute the unit break-even in units using the formula.</em>

BEP = total fixed cost / unit contribution margin

BEP = $180,000 / 30

BEP = 6,000 units

2. To compute the Break-even point in dollars,

Formula is BES = total fixed cost / contribution margin ratio

 <em>Step 1. Compute the contribution margin ratio</em>

Unit selling price              $120

Less : variable cost             <u> 90</u>

Unit contribution margin   $30

So, $30 divided by $120 equals 25% (CMR)

  <em>Step 2. compute the unit break-even in dollars using the formula.</em>

BEP = total fixed cost / contribution margin ratio

BEP = $180,000 / 25%

BEP = $720,000

3. To prepare the contribution margin income statement, we will multiply the units sold of 10,000 units by $120 to get the sales revenue. Then multiply 10,000 units by $90 to get the variable cost. Further illustration below;

Sales revenue (10,000 x 120)    $1,200,000

Variable cost   (10,000 x 90)       <u> (900,000)</u>

Contribution margin                    $300,000

Fixed cost                                     <u> (180,000)</u>

Profit                                              $120,000

4. To compute the units to sell to realize the target profit we will use the formula:

(Total fixed cost +  Target profit )/ unit contribution margin

 <em>Step 1. Compute the unit contribution margin</em>

Unit selling price              $120

Less : variable cost             <u> 90</u>

Unit contribution margin   $30

  <em>Step 2. compute the units to sell using the formula.</em>

(Total fixed cost + target profit) / unit contribution margin

($180,000  + $300,000) / 30

Answer is 16,000 units

5. To compute the sales in dollars to realize the target profit of $300,000,

Formula is (Total fixed cost + target profit) / contribution margin ratio

 <em>Step 1. Compute the contribution margin ratio</em>

Unit selling price              $120

Less : variable cost             <u> 90</u>

Unit contribution margin   $30

So, $30 divided by $120 equals 25% (CMR)

  <em>Step 2. compute the target sales in dollars using the formula.</em>

(Total fixed cost + target profit) / contribution margin ratio

($180,000 + $300,000) / 25%

$480,000 / 25%

Answer is $1,920,000

6. Contribution Income Statement for $2,400,000 sales revenue. FIRST we must determine how many unit are sold to have that sales revenue. $2,400,000 sales revenue divided by unit selling price equals 20,000 units. To further illustrate, see presentation below.

$2,400,000 / $120 = 20,000 units

Sales revenue (20,000 x 120)    $2,400,000

Variable cost   (120,000 x 90)     <u> (1,800,000)</u>

Contribution margin                       $600,000

Fixed cost                                       <u> (180,000)</u>

Profit                                              $420,000

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