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Describe using words how to solve the equation 3-5n=-22. Describe the properties utilized in the solution

### 10 Answers

- geezerLv 78 months ago
Whatever you do to one side you must do it to the other.

So, starting with ....

3 - 5n = - 22

Subtract 3 from both sides

3 - 3 - 5n = - 22 - 3

- 5n = - 25

Divide both sides by 5

- 5n/5 = - 25/5

- n = - 5

and because both sides are negative you can make them both positive.

n = 5

Properties used ..Subtraction and Division

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- 8 months ago
This is basic algebra.

3 - 5n = -22

-5n = -22 - 3

-5n = -25 (you can cut out the negative sign as it is present on both sides)

5n = 25

n = 25/5

n = 5

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- Anonymous8 months ago
The essential property is that whatever you do to one side

of an equation you must do to the other.

Bring like terms to each side of the equation.

Subtracting 3 from each side makes 5n equal to minus 25.

To find n, divide both sides by minus 5

and you will see that n is equal to five.

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- I'm StupidLv 68 months ago
Using the associative property of addition we take 3 out from -22 to get

3 + (-25)

Next using the associative property of multiplication we take the factor of 5 from -25

3 + (-5 * 5)

Then we simply

3 - (5 * 5)

3 - 5(5)

So now the formula looks like the LHS of the equation and therefore: n = 5

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- I'm StupidLv 67 months agoReport
You're welcome

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- InquizetifLv 78 months ago
Take away 3 from both sides, -5n=-25

Isolate n by dividing both sides by -5, n = -25/-5

n = 5

Add to original equation for proof, 3 - (5 x 5) = -22

What properties are used?

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- 8 months ago
Draw a picture of a duck, the teacher will be so distracted she'll try to give it a cracker, so you'll either get an a or a c.

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