Simplify Exponent Laws
Solve Exponent Laws
Powers of 10
Positive or Negative?
Order of Operations
100

4^7/4

4^6

100

(6^2)^3-:(6^2)^2

36

100

Write in standard form: 

(8xx10^4)+(2xx10^3)+(7xx10^2)+(6xx10^1)+(4xx10^0)

82 764

100

(-3^2)^5

Negative

100

(2+7)^2-11

70

200

(10^3)^4

10^12

200

((-2xx(-2)^4)/4^2)^3

-8

200

Write using powers of 10: 50 000 000

5xx10^7

200

-8(-2)^4

Negative

200

7^3-3(-4)^3

535

300

(5^6-:5^2)^8

5^32

300

(6^5-:(-3)^4)^3

884 736

300

Write in standard form: 

(6xx10^5)+(9xx10^3)+(1xx10^2)+(2xx10^1)

609120

300

(-9)^0-(-3^9)

Positive

300

(-3+6)^2-4xx3^2

-27

400

7^10/(7^4xx7^3)

7^3

400

((4^5xx4^3)/((-4)^5xx(-4)^3))^3

1

400

Write using powers of 10:  4302

(4xx10^3)+(3xx10^2)+(2xx10^0)

400

((-3xx2^8)^4)/-(-5^4)

Positive

400

9+(-2)^3-2(-6^2)

73

500

(3^8/3^0)^2-:(3^4)(3^3)

3^9

500

(-8^4xx8^1)^3/((-2)^3)^12

-512

500

Write in standard form: 

(1xx10^5)+(7xx10^4)+(9xx10^1)

170090

500

((-(-3)^2)^5)^0

Positive

500

4^2-8-:2+(-3^2)

3

600

(9^9-:9^7)^6/(9^5xx9^1)^2

9^0

600

((9^0)^4xx(-6)^7)/-(-3^2)^4

42.bar6

600

Write using powers of 10: 10101

(1xx10^4)+(1xx10^2)+(1xx10^0)

600

-(9^2-:(-1^4))^5xx(-6)^4

Positive

600

-2(-15-4^2)+4(2+3)^3

562

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