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36= 2*2*3*3= 22* 32

Solution for the question - express 36 using prime factorization 22*32

Express 36 using prime factorization-Turito

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The distance between earth and sun is 150 million kilometres which can be written in exponential form

6x4/x10   = 6/x6

Simplify to find the quotients: 6x4 x-10

(7*7*7*7*7*7*7*7*7*7*7) / (7*7*7*7*7*7*7*7) = 73 = 343

Simplify to find the quotients: 711 / 78

(x. x. x. x. x. x. x. x) / (x. x. x ) = x5

Find the quotient: x8 / x3

Using Law of exponents: 2*2*2*2/2*2*2 = 16/8=2

Find the quotient: 24 / 23

(8n2 p). (8n2 p). (8n2p) = 512 n6 p3

Simplify the given expression: (8n2 p)3

According to law of exponents = 2x*2x = (2+2)*(x2) = 4x2

Simplify the given expression: (2x)2

(2.2.2 x)2 = (8x)2 = 8x . 8x =64x2

Simplify the given expression: (23 x)2

Simplify the given expression:  (23)4

(3*(-6)) x3 y2+5 =-18 x3 y7

Find the product of the expressions: (3x3 y2) (-6y5)

According to exponent law of addition 6*4 (x2+2) = 24 x4

Find the product of the expressions: (6x2 ) (4x2  )

First we have to convert mixed fractions into improper fraction 1 7/8= 15/8 / 8/3 15/8 *3/8 = 45/64

Divide these fractions: (1 7/8) / (2 2/3)

First we have to convert mixed fractions into improper fraction 3 2/5= 3*5+2/5 = 17/5 / 1/3 To divide fractions, multiply the dividend by the reciprocal of the divisor. 17/5 * 3/1 = 51/5

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Express 36 using prime factorization

4*99*2223*3322*32

The correct answer is: 22*32

36= 2*2*3*3= 22* 32

Related Questions to study

The distance between earth and sun is 150 million kilometres which can be written in exponential form

The distance between earth and sun is 150 million kilometres which can be written in exponential form

Simplify to find the quotients: 6x4 x-10

Simplify to find the quotients: 6x4 x-10

Simplify to find the quotients: 711 / 78

Simplify to find the quotients: 711 / 78

Find the quotient: x8 / x3

Find the quotient: x8 / x3

Find the quotient: 24 / 23

Find the quotient: 24 / 23

Simplify the given expression: (8n2 p)3

Simplify the given expression: (8n2 p)3

Simplify the given expression: (2x)2

Simplify the given expression: (2x)2

Simplify the given expression: (23 x)2

Simplify the given expression: (23 x)2

Simplify the given expression: (23)4

Simplify the given expression: (23)4

Find the product of the expressions: (3x3 y2) (-6y5)

Find the product of the expressions: (3x3 y2) (-6y5)

Find the product of the expressions: (6x2 ) (4x2 )

Find the product of the expressions: (6x2 ) (4x2 )

Evaluate the expression: 10 3

Evaluate the expression: 10 3

Evaluate the expression: 2 8

Evaluate the expression: 2 8

Divide these fractions: (1 7/8) / (2 2/3)

Divide these fractions: (1 7/8) / (2 2/3)

Divide these fractions: (3 2/5) /( 1/3)

Divide these fractions: (3 2/5) /( 1/3)

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49
92²
2^33³
2²3²

The correct answer is: 2²*3²

36= 2233= 2² 3²

Simplify to find the quotients: 6x⁴x^-10

Simplify to find the quotients: 6x⁴x^-10

Simplify to find the quotients: 7¹¹/ 7⁸

Simplify to find the quotients: 7¹¹/ 7⁸

Find the quotient: x⁸/ x³

Find the quotient: x⁸/ x³

Find the quotient: 2⁴/ 2³

Find the quotient: 2⁴/ 2³

Simplify the given expression: (8n²p)³

Simplify the given expression: (8n²p)³

Simplify the given expression: (2x)²

Simplify the given expression: (2x)²

Simplify the given expression: (2³ x)²

Simplify the given expression: (2³ x)²

Simplify the given expression: (2³)⁴

Simplify the given expression: (2³)⁴

Find the product of the expressions: (3x³y²) (-6y⁵)

Find the product of the expressions: (3x³y²) (-6y⁵)

Find the product of the expressions: (6x²) (4x²)

Find the product of the expressions: (6x²) (4x²)

Evaluate the expression: 10 ³

Evaluate the expression: 10 ³

Evaluate the expression: 2 ⁸

Evaluate the expression: 2 ⁸