Find the volume of a cube whose side length is 5x^2

Answers

Answer 1

Answer: V = s³
V = (5x²)³
V = (5x²)(5x²)(5x²)
V = 5x²+²+²
V = 5x^6

Answer 2

Answer: If the side length is 5 x 2, 5 x 2 = 10, so 10 x 3 is 30. Hope this helped!

Related Questions

Patrick owns an apartment building. He knows that the money he earns in a month depends on the rent he charges. The relationship can be modelled by E=1/50R(1650-R), where E is Patrick's monthly earnings, in dollars, and R is the amount of rent, in dollars, he charges each tenant. if Patrick wants to earn at least $13000, between what two values should he set the rent?
Which equation matches the sentence?Column A Column B 1. Three less than 9 times a number is 21. 2. The sum of 3 times a number and 9 is 21. 3. The difference of 9 times a number and 3 is 21. 4. Nine less than 3 times a number is 21. A. 3n + 9 = 21 B. 9n – 3 = 21 C. 3n – 9 = 21
NEED HELP ASAPSolve 4 – x = –8.
Please help! will give brainly
What is the product of 4n^+3=7n?

A Man is redecorating his bedroom .he can choose from 5 paint colors 6 beds and 5 dressers how many ways can he choose to design his room

Answers

$5_((paint\ colors))\ \cdot\ 6_((beds)) \ \cdot\ 5_((dressers))=150_((chooses)) \n\nAns.\ 150\ chooses.$

He has 150 ways to choose from

The 76 term of the arithmetic sequence 8, 14,20,

Answers

Answer:

a76 = 8 + (76-1)*6

= 8 + 75*6

= 8 + 450

= 458

the 76th term of the arithmetic sequence 8, 14, 20 is 458

Tickets to a play cost $5 for adults and $2 for children. If 1,750 tickets were sold for a total of $7,100, how many children’s tickets were sold?Can someone explain me how to make this one step by step?

Answers

okay so you have 1750 tickets and 7100 dollars so you gotta do
7100 divided by 5 wich gives you the amount of adult tickets which is 1420 you then have to take 1420 away from 1750 which leaves you with 330

Label adults ticket x and child's ticket y
And then use simultaneous equations

Stephanie uses a ride service to get to different places in her city. If Stephanie uses Uber the service charges 1.50 per mile . If Stephanie uses lift the service charges $2.00 per mile. Let m represent the number of miles traveled. Which of the following statements are true . Select all that apply

Answers

Answer:

By a small online search, i found that the actual question seems to be:

"Stephanie uses a ride service to get to different places in her city. If Stephanie uses Uber the service charges $5.00 plus 1.50 per mile . If Stephanie uses lift the service charges $2.00 per mile. Let m represent the number of miles traveled. Which of the following statements are true . Select all that apply"

The statements are not provided, so i will answer it in a general way.

We have two different equations:

1) a fixed amount of $5.00 plus $1.50 for each mile, m.

This is a linear equation:

y1 = $1.50*m + $5.00

2) No fixed amount, only $2.00 for each mile, m.

y2 = $2.00*m

Now, the things we can see are which service will be cheaper as a function of m.

To see this, we can see the difference between y1 and y2.

When the difference is negative, this means that y1 is cheaper.

When the difference is positive this means that y2 is cheaper.

When the difference is zero, both services charge the same.

D = y1 - y2 = $1.50*m + $5.00 - $2.00*m

= (-$0.50)*m + $5.00

First let's find when it is zero.

0 = (-$0.50)*m + $5.00

5.00/0.5 = m = 10

So for 10 miles, both services charge the same.

As the coefficient that multipies m is negative, if we have m > 10, then the difference will be negative.

This means that for m > 10, y1 is cheaper.

Then for m < 10, y2 is cheaper.

Can you please solve for m
2 = m/2-7

Answers

2 = m/2 - 7 Original Problem.
m/2 - 7 = 2 Flip flop the equation around.
m/2 = 9 Add 7 to each side.
m = 18 Multiply each side by 2.

Answer: m = 18

Polynomial function in standard form with zeros 5,-4,1