A linear function models the height of a burning candle. Candle A comes out of the mold at 225 mm, and is expected to be at 201
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There are 45 pounds and 30 pounds of each type respectively.
Step-by-step explanation:
Since we have given that
Cost of first type = $2 per pound
Cost of second type = $7 per pound
Cost of mixture = $4 per pound
So, we need to find the quantity of each type to make 75 pounds of a blend.
We will use "Mixture and Allegations":
First type Second type
2 7
4
---------------------------------------------------
7 - 4 : 4 - 2
3 : 2
So, Quantity of first type would be
Quantity of second type would be
Hence, there are 45 pounds and 30 pounds of each type respectively.
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Trapezoid formula is
A + b over 2 (h)
46 + 26 over 2 times 19 = 684
Trapezoid formula is
A + b over 2 (h)
46 + 26 over 2 times 19 = 684