• WILL MARK AS BRAINLIEST • !
• WILL MARK AS BRAINLIEST • ! - 1

Answers

Answer 1
Answer: To simply determine if the solution is true. Simply plug in and or substitute the values of w for the expression. Then see if the left hand side is equal to the right side of the equation.







Answer 2
Answer: Solving it:

5= -(w+1)

5= -w - 1

W= -1 - 5

W= -6

Hope this helps

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7/8 × c for c = 8 algebra

Answers

you would do 7/8 x 8/1 which is 56/8 which simplifys to 7 so your answer would be 7

What is the volume of a block of ice measuring 3 meters long, 1.5 meters wide, and 2 meters high? A. 900 cu. m B. 12 cu. m C. 9 cu. m D. 6 cu. m

Answers

To find volume of a rectangular prism, you simply need to multiply length times width times height. We know from the text that our block of ice is 3 meters long, 1.5 meters wide, and 2 meters high. So all we need to do is multiply:

3 * 1.5 = 4.5

4.5 * 2 = 9

The block of ice has a volume of 9 cubic meters.
Choice C is your correct answer.
Hope that helped! =)
I'm 75% sure it's
c. 9 cu. m

Jesse takes his dog and cat for their annual vet visit. Jesse's dog weighs 23 pounds. The vet tells him his cats weight is 5/8 as his dogs weight. How much does his cat weigh?

Answers

14³/₈ or 14.375 pounds.

Further explanation

Given:

  • Jesse takes his dog and cat for their annual vet visit.
  • Jesse's dog weighs 23 pounds.

The vet tells him his cat's weight is ⁵/₈ as his dog's weight.

Question:

How much does his cat weigh?

The Process:

Since the vet tells him his cat's weight is part of his dog's weight by ⁵/₈ part, let us create an 8-unit pattern that represents the dog's weight.

  • Jesse's dog weight in the pattern: \boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot } \rightarrow 23 \ pounds  
  • Jesse's cat weight in the pattern: \boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot }\boxed{ \cdot } \rightarrow (5)/(8) \ of \ 23 \ pounds

And now, let us find out the cat's weight. As we know, the cats' weight is ⁵/₈ the dog's weight.

The cat's weight:  

\boxed{ \ = (5)/(8) * 23 \ }

\boxed{ \ = (5 * 23)/(8) \ }

Recall this \boxed{ \ 5 * (20 + 3) = (5 * 20) + (5 * 3) = 100 + 15 = 115 \ }

\boxed{ \ = (115)/(8) \ }

Recall this \boxed{ \ 115 / 8 = (14 * 8) + 3 \ }

\boxed{ \ = 14(3)/(8) \ }  as a mixed fraction

\boxed{ \ = 14(3 * 125)/(8 * 125) = 14(375)/(1,000) = 14.375 \ }  as a decimal fraction

Thus, his cat weigh is\boxed{ \ 14(3)/(8) \ or \ 14.375 \ pounds \ }

Learn more

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Keywords: Jesse takes his dog and cat, annual vet visit, Jesse's dog weighs 23 pounds, the vet, his cats weight is 5/8, how much does his cat weigh, mixed fraction, decimal, part, pattern

Can I have help on this question please

Answers

5/7= x/42
You have to get x on its own side
5/7=x/42
*42=  *42
5/7*42=x
x=30
Hope this helped
you multiply both sides by 42 so you get 42×5/7=x , 5×42=210, 210/7=30, x=30

Destiny works on commission as an office supply saleswoman. She sold a computer that cost $700 and received a $126 commission. What percent of her sale is Destiny's commission?

Answers

To figure out the answer to this problem, you must first ask yourself this:

How much is 126 of 700
                  or
What is 126 divded by 700

The answer is 0.18.

So, that means that 0.18 or 18 percent might be your answer.

Now, lets try 18 percent of 700, to see if we get 126.

18% times 700

The anwer is 126.

SO:

$126 is 18 percent of 700. 


18 percent of her sale is Destiny's commission.

Denise shaded 26% of a 100-square grid to represent the portion of the cars in the parking lot that were red. Which best describes the portion of all the cars that were red?

Answers

26/100=13/50 hope its right and it helped