<span>Identify the sentence that relies most strongly on emotional language. You will be held responsible if this project does not succeed. Emotional or emotive language are words and phrases that evoke an emotional response to something. Though none of these have great use of language. But this sentence specifically had the most negative connotation and denotation. </span>
Answer:
Explanation:
One of the main risk factor associated with male infertility would be none or few sperm cells being produced. It has been stated by scientists that about 1% of all males and 10–15% of those with infertility do not have any sperm within their system. Therefore making the possibility impregnation impossible.
The company should sell product xy as it is
and should not process it further.
Given:
Original
Incurred cost of $5,000
No. of units is 6,400
Price per unit is $33
Processed product
No. of units is 6,400
Costs for further processing is $8/unit
New price per unit is $39
First, know the total costs
Original: $5,000
Processed: 6,400 x $8 = $51,200
Next, find the sales revenue for the original
and processed product
Original: $33 x 6,400 = $211,200
Processed: $39 x 6,400 = $249,600
Then, get the net profit for the original and
processed product
Original: $211,200 - $5,000 = $206,200
Processed: $249,600 - $51,200 = $198,400
With the data provided, you can find out that
the net profit is higher on the original/unprocessed product compared to the
processed product even if the selling price and revenue is much higher.
<span> </span>
Answer:
$81.96 per unit
Explanation:
For computing the selling price using the absorption costing approach we need to do the following calculations which are shown below:
Unit Product Cost = Direct materials + Direct labor + Variable manufacturing overhead + Fixed manufacturing overhead
= $26.50 + 15.50 + 3.70 + [$156,71,400 ÷ 97,000 Units]
= $26.50 + 15.50 + $3.70 + $16.20
= $61.90
Now
Selling and administrative expenses is
=$1,540,000 + [97,000 Units × $3.60]
= $1,540,000 + 349,200
= $1,889,200
And,
Markup on absorption cost
= [(Investment × Return on Investment) + Selling and administrative expenses] ÷ (Number of units × unit product cost)
= [($380,000 × 15%) + 1,889,200] / [97,000 × $61.90]
= $19,46,200 ÷ 60,04,300
= 0.3241 or 32.41%
So,
The selling price based on the absorption costing approach
= Unit product cost × (1 + Markup on absorption cost)
= $61.90 per unit × (1 + 0.3241)
= $81.96 per unit
