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levacccp [35]
3 years ago
15

Translate and solve: 579% of what number is 11,580?

Mathematics
2 answers:
ra1l [238]3 years ago
7 0
Answer is 2000

11,580 / 579% (5.79) = 2000

Just to make sure

2000 x 579% (5.79) = 11,580
Ymorist [56]3 years ago
5 0

Answer:

579% of 2000 is 11,580.

Step-by-step explanation:

Given  :  579% of what number is 11,580.

To find : Translate and solve.

Solution : We have given

579% of what number is 11,580.

Let the number = x .

579% of x = 11,580.

To solve the percentage we need to divide by 100.

579 % of x

\frac{579}{100} * x = 11580.

5.79 * x = 11580.

On dividing both sides by 5 .79.

x = \frac{11580}{5.79}.

x = 2000.

It mean  579% of 2000 is 11,580.

Therefore, 579% of 2000 is 11,580.

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Hoses A and B spout water at different constant rates, and hose A can fill a certain pool in 6 hours. Hose A filled the pool alo
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Answer:

18 hours

Step-by-step explanation:

Let the volume of the pool be x. Since pipe A filled the  pool in 6 hours, the rate of pipe A = x / 6.

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8 0
4 years ago
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erastova [34]

4: im not sure how to solve this or how to get the answer

5:

Distribute the Negative Sign:

= 3x^2+2x−3+−1(4x^2−8x+23)

= 3x^2+2x+−3+−1(4x^2)+−1(−8x)+(−1)(23)

= 3x^2+2x+−3+−4x^2+8x+−23

Combine Like Terms:

= 3x^2+2x+−3+−4x^2+8x+−23

= (3x^2+−4x^2)+(2x+8x)+(−3+−23)

= −x^2+10x+−26

Answer:

−x^2+10x−26

6: Distribute the Negative Sign:

= −13n^2−3n−6n^4+−1(13n^2+11n−2n^4)

= −13n^2+−3n+−6n^4+−1(13n^2)+−1(11n)+−1(−2n^4)

= −13n^2+−3n+−6n^4+−13n^2+−11n+2n^4

Combine Like Terms:

= −13n^2+−3n+−6n^4+−13n^2+−11n+2n^4

= (−6n^4+2n^4)+(−13n^2+−13n^2)+(−3n+−11n)

= −4n^4+−26n^2+−14n

Answer:

=−4n^4−26n^2−14n

7: and in math means to add

Combine Like Terms:

=4y^3+−8y+−y^3+5

=(4y^3+−y^3)+(−8y)+(5)

=3y^3+−8y+5

Answer:

=3y^3−8y+5

8: Answer choice 3

−5x^2+5x−2

9: answer is −8y

i had this in my notes from a while ago on my laptop so please see the image on how to solve this!

i hope this helps a lot!

7 0
4 years ago
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