Answer:
Explanation:
a) x1 = number of unit product 1 to produce , and
x2 number of unit product 2 to produce
A linear program that will maximize world light profit is the following
maximize
subject to ![x_1+3x_2\leq 200](https://tex.z-dn.net/?f=x_1%2B3x_2%5Cleq%20200)
![2x_1+2x_2\leq 300\\\\x_2\leq 60\\\\x_1\geq 0\\\\x_2\geq 0](https://tex.z-dn.net/?f=2x_1%2B2x_2%5Cleq%20300%5C%5C%5C%5Cx_2%5Cleq%2060%5C%5C%5C%5Cx_1%5Cgeq%200%5C%5C%5C%5Cx_2%5Cgeq%200)
Unit 1 is used both in products in 1 : 3 ratio which can be a maximum of 200 unit 2 is used in 2 : 2 ratio which can be maximum of 300
So, this can be written as the inequations
Profit functio is p = 0ne dollar on product A and two dollar on product B
= x + 2y
Now , we find a feasible area whose extremeties will give the maximum profit for, the graph is ( see attached file )
So on the graph, we can get the other extremeties of the shaded regional so which will not give maximum profit ,
Thus , the maximum possible profit is
p = ($1 * 125) + ($2 * 25)
= $175
Answer and Explanation:
The preparation of the bank reconciliation statement is presented below:
Balance as per bank $8,732.00
Add: Deposit in transit $3,500.00
Less: Outstanding checks -$1,486.00
Adjusted bank balance $10,746.00
Balance as per books $8,768.00
Add: EFT received from customer $2,023.00
10791.00
Less: Service charges -$45.00
Adjusted book balance $10,746.00
<span>Basis of the given information for an economy in 2016.
Dollar value of resource extraction activity = $20 billion Dollar value of production activity = $50 billion
Dollar value of distribution activity = $80 billion Dollar value of final output = $110 billion
Gross output for this economy in 2016 equals $260 billion.</span>
Answer: C. marginal product of the last worker hired is less than the marginal product of the previous worker hired
This statement is correct because marginal product refers to the increase in the production, when 1 worker is added to the production process. Diminishing marginal returns set in when adding one extra worker increases the production less than the previous worker did.
Explanation: