Overhead rate = 95%
Retail price of parts = $134.75
Total cost of job = $241.98
Hourly rate? $
Answer:
$12.22
Step-by-step explanation:
Let's start with sectioning off the little squares on the left that are jutting out of the top and bottom. Both of the squares are C*E, so multiply C*E twice to get the area of those little squares. That comes out to 12 feet.
Next is the main quadrilateral, the big one. You have to cut it off at the point the triangle starts to slope, so the end fo B.
But you also have to get the left part, so you have to add the length of C to the length of B to get the length of the quadrilateral. A encompasses the entire height, but not the part we want, because we already isolated those little squares. To get the height, just subtract the two E parts. The height is 6. The length is 8 feet. Multiply and get 48.
Add that to the previous 12 feet calculated to get 60.
Next, the triangle. The height is A, but only with one E. So subract the other E to get a height of 9. The length is D, but you have to subract B because that is part of the earlier quadrilateral. That makes it 9.
The formula for a triangle is height * length / 2. So, plug in the numbers-- 9 * 9 / 2
81/2
40.5.
Add to the previous 60 we got and that makes 100.5 square feet.
Hope this helped!
Answer:
y = 8
x = 3
Step-by-step explanation:
5x+y=23
3x+y=17
cancel out the Xs
15x + 3y = 69
-15x - 5y = -85
-2y = -16
y = 8
Plug in 8 for the Y in any of the equations it doesn't matter
3x + y = 17
3x + 8 = 17
3x = 9
x = 3
hope this helps
Required amount of chicken stock = = L
Total amount of extra recipe made = L
Total amount of chicken made is = L
Hence Josh made total L of chicken soup.
Converting it to mixed fraction we get,
L
The algebraic expression for the word phrase 'the quotient of r and 12' is r/12. This represents a division operation where r is divided by 12.
The phrase 'the quotient of r and 12' can be translated into an algebraic expression as r/12. In this expression, 'quotient' refers to the mathematical operation of division. Hence, the expression means that the variable 'r' is divided by '12'.
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