.Simplify.
(100)3(100)3

10−310-3

11031103

100100

100100

Answers

Answer 1
Answer: (25•56) this the real answer

Related Questions

A 16 1/2 kilometer stretch of road needs repairs. Workers can repair 2 1/4 kilometer of road per week.How many weeks will it take to repair this stretch of road?
How do I get 2 over 300 into a percent
Find the least common multiple of (5x+15) and (3x+9)
The ratio of the number of left-handed batters to the number of right handed batters is 5:8. There are 45 left-handed batters. find the ratio of the number of left-handed batters ti the total number of batters. give the answer in simplest form.
If 2000 miles increased by 33%, how many miles did it increase?

Help someone!:(!!!!!!

Answers

In this question, you're using synthetic division to solve the problem.

Use synthetic division:

   ___________

-3 | 1   2   -2    3

First. you have to drop the 1, and then solve:

   ___________

-3 | 1   2   -2    3

     ↓

     1

  ___________

-3 | 1   2   -2    3

        -3

     1

  ___________

-3 | 1   2   -2    3

        -3

     1  -1

  ___________

-3 | 1   2   -2    3

        -3    3

     1  -1

  ___________

-3 | 1   2   -2    3

        -3    3

     1  -1     1

  ___________

-3 | 1   2   -2    3

        -3    3    -3

     1  -1     1

  ___________

-3 | 1   2   -2    3

        -3    3    -3

     1  -1     1     0

    x²  x     c     r

When you're done solving, turn it into polynomial form:

x² - x + 1

Answer:

x² - x + 1

What is the volume of the following rectangular prism?

Answers

Answer:  The required volume of the given rectangular prism is 14(2)/(3)~\textup{cubic units}.

Step-by-step explanation:  We are given to find the volume of the rectangular prism shown in the figure.

We know that

the VOLUME of a rectangular prism with base area b sq. units and height h units is given by

A=bh.

For the given rectangular prism, we have

b=7(1)/(3)=(22)/(3),~~h=2.

Therefore, the VOLUME of the given rectangular prism is

A=bh=(22)/(3)*2=(44)/(3)=14(2)/(3).

Thus, the required volume of the given rectangular prism is 14(2)/(3)~\textup{cubic units}.

14 2/3

How:

7 1/3 times 2 is 14 2/3

2xy+xy-3x+x what is that

Answers

You need to combine like terms. So you would :
1)2xy+xy=3xy
2)-3x+x=-2x
3)3xy-2x This is your answer.

Answer:

3xy-2x

Step-by-step explanation:

2xy+xy-3x+x

If not in parenthesis, then cross out the numbers with the same variables and put them together.

2xy+xy-3x+x

Solve:

3xy-2x

What is the correct use of the Distributive Property of −4(32x−12)=−15

Answers

Answer:

-128x+33=0

Step-by-step explanation:

Given the expression −4(32x−12)=−15

Step one : let's open up the bracket

We have

-128x+48=15

-128x+48-15=0

-128x+33=0

Answer is 63/128
(photo):

There are 6 geese and 9 hens on Mr. Thomson’s farm. Mr. Thomson adds 6 more geese and 3 more hens to his farm. What is the new ratio of the number of geese to the number of hens

Answers

Answer

Find out the what is the new ratio of the number of geese to the number of hens .

To prove

As given

There are 6 geese and 9 hens on Mr. Thomson’s farm.

Mr. Thomson adds 6 more geese and 3 more hens to his farm.

Than

The number of geese becomes  = 6 + 6

                                                      = 12

The number of hens becomes  = 9 +3

                                                     = 12

The new ratio of the number of geese to the number of hens be

(Number\ of\ geese)/(Number\ of\ hens) = (12)/(12)

simplify

(Number\ of\ geese)/(Number\ of\ hens) = (1)/(1)

Therefore the  new ratio of the number of geese to the number of hens be 1:1 .




12:12. simplified to 1:1

The system of equations is coincident.What are the missing values?

4x + 5y = 8
8x + ___ y = ___

Answers

In order the system of equations to be a coincident, determine a number which is a quotient between the two given like terms. The two like terms here are the x variables with different coefficient, that is 4x and 8x.
Divide the two coefficients as 8/4 = 2
The quotient now is 2. You multiply it to the first linear equation on both sides.
2(4x + 5y) = 2(8)

Distributing it yields
8x + 10y = 16

Therefore, the missing values are 10 and 16.