P = 2j
p + j = 39
2j + j = 39
3j = 39
j = 39/3
j = 13
p = 2j
p = 2(13)
p = 26
so pamela (p) is 26 and jiri (j) is 13
Answer:
Amy should produce 2 pitchers to maximize profit and the maximum profit will be $18.
Step-by-step explanation:
Amy can produce china pitchers at a cost of $3 each.
She estimates the price function that can be represented by
p = 20 - 4x
Let she sells the number of x pitchers in a week.
Then the selling price of x pitchers will be = $x(20 - 4x)
Cost price of x pitchers = $3x
Profit (P) = Selling price - Cost price
= x(20 - 4x) - 3x
= 20x - 4x²- 3x
= 17x - 4x²
To maximize the profit,
P' = 17 - 8x = 0
8x = 17
x = 2.125
x ≈ 2
Therefore, 2 pitchers should be produced.
Profit = 17x - 4x²
= 17(2) - 4(2)²
= 34 - 16
= $18
First of all you should find the GCF of each number the GCF is 3.
So 15÷3=5 9÷3=3 and 18÷3=6
So you can place 5 oranges, 3 peaches, and 6 pears.
Which will use up 3 baskets.
48000 i think i might have missed a step
- 7x = 195 then divide it by -7 which equals -27.9