Answer:
Price of One Bush is $ 23
Explanation:
Suppose
bushes = B
trees = T
According to given condition:
13B + 4T = 487 (Eq: 1)
6B + 2T = 232 (Eq: 2)
Multiplying (Eq: 2) by 2
12B + 4T = 464 (Eq: 3)
Substractign (Eq: 3) from (Eq: 1)
13B + 4T - (12B + 4T) = 487 - 464
13B + 4T - 12B - 4T = 23
B = 23
By putting value of B in (Eq: 1)
(13 x 23) + 4T = 487
299 + 4T = 487
4T = 487 - 299
4T = 188
T = 188 / 4
T = 47
Price of One Bush = B = 23
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Learn more here:
brainly.com/question/8367090
Answer:
$27,500
Explanation:
Revenue from the sale of Product C = $36 × 2500
= $90,000
Cost to produce Product C = $14 × 2500
= $35,000
Revenue from the sale of Product M = $47 × 2500
= $117,500
Differential Total Net Revenue of producing Product M
= $117,500 - $90,000
= $27,500
