# Exponents review by Ben6144

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• pg 1
```									Exponents

Simplify.

(34 * 33)2
11 3
8* 3 6 3

24 3

14 3

Sorry, try again!
Remember to raise both exponents to the power and simplify it as far as possible (combine like bases!)

Back

Congratulations!!

You simplified it correctly!!!

Next

Simplify.

[(1+x)2]4

 Click on the correct answer

8 1+x

4+x8 1

8 (1+x)

Try Again!
Remember that the 1 and x are connected by addition!

Back

WAY TO GO!!!!

More….

Simplify

0 (-5)

*x

-5x

1x

0

5x

Try again. Look again to see if the negative sign in included in the brackets!

To solve this problem, describe the steps you should do in the box below. 4 3

2 *2 2 2

Press to continue.

Pick up the print out of the last slide in the paper room.
 Place your name on the sheet of paper and please hand it in.

 3xy  ( x
4
4y -3x

3

)

1y4 34x
7y4 81x

-81x7y4

I’m so sorry!!!
Try again and be careful to apply the power of a product rule!!

Try again!!!

(3 )
-3 3 3 -6

Solve 2 1
2 -3

9

Nice Job!!!

Should you add or multiply these powers?

Simplify. Click on

 8     3x 

2

9x 64

2

64 2 9x
16 6x

64 9x

OOPS…..
Did you remember to place everything to the second power? What does a negative exponent mean?

Simplify. Click on the correct answer.

2 x * (3 x)
7 5x
8 12x

6

2

8 6x 8 18x

Try again!
Remember to apply the power of product rule and combine the bases!

Congratulations!!
You simplified
it correctly!!!

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