The expression 9c - 12- 15c - 8 - 3c is equivalent to -9c - 20.
An algebraic expression is consists of variables, numbers with various mathematical operations,
The given expression is,
9c - 12- 15c - 8 - 3c.
Solve the expression for terms c,
9c - 12 - 18c - 8
-9c - 12 -8
Further, solve for constant terms,
-9c - 20
The simplified form of the expression is -9c - 20.
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Answer:
-9c-20
Step-by-step explanation:
Simplify the equation by adding/subtracting the like terms (c and numbers)
Kali weekly allowance if she ended with $13 would be $8.
The unitary method is a method for solving a problem by the first value of a single unit and then finding the value by multiplying the single value.
we have been given the information as;
Kali spent half of her weekly allowance on clothes.
After Kali spent half of her allowance and earned $9, she is left with $13.
This means the remaining of her weekly allowance is $9.
This can be derived by subtracting $9.
$13 - $9 = $4
This means that it is $4 that remains after spending half of her weekly allowance.
Therefore, her weekly allowance = $4 x 2 = $8
Hence, Kali weekly allowance if she ended with $13 would be $8.
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Answer:
12.21
step-by-step explanation:
70.81-58.6=12.21
12
13
Answer:
24 feet
Step-by-step explanation:
We are given that an open box is to be constructed from a square piece of sheet metal by removing a square side 6 feet from each corner and turning up the edges.
We have to find the dimensions of the sheet metal
Let x feet be the side of square metal sheet
Length of box=x-12 feet (because 6 feet removed from each corner)
Width of box=x-12 feet
Height of box=6 feet
Volume of box=864 cubic feet
We know that volume of cuboid=
Box is in cuboid shaped
Therefore, volume of box=
Then ,
x=0 is not possible because side of square metal sheet can not be zero
Therefore, x=24
All sides of square metal sheet are equal.
Hence, side of square metal sheet =24 feet
The original sheet of metal from which an open box holding 864 cubic feet is constructed by removing 6-foot squares from each corner and folding up the edges should be a square with a side length of 26 feet.
To answer your question about the open box constructed from a square piece of sheet metal, let's assume the original side length of the sheet metal is x feet. When squares of length 6 feet are removed from each corner and the edges are turned up, we're left with a box with length and width of (x - 2*6) feet and height of 6 feet.
Given that the volume of the box is 864 cubic feet, we set up this equation to find x:
(x - 12 feet)(x - 12 feet)*6 feet = 864 cubic feet.
Solving this equation gives us a value for x, which is the side length of the original square piece of sheet metal. Doing the math, we find x = 26 feet. So, the dimensions of the original sheet metal are 26 feet by 26 feet.
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