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

Solution for the question - the distance between earth and sun is 150 million kilometres which can bewritten in exponential form 1.5* 1031.5*104

The distance between earth and sun is 150 million kilometres wh-Turito

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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

First we have to convert mixed fractions into improper fraction 2*4+1/4 =9/4 / ½ To divide fractions, multiply the dividend by the reciprocal of the divisor. 9/4*2/1= 18/4= 9/2

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

1.5*1081.5*1061.5*1041.5* 103

The correct answer is: 1.5*108

1.5* 108 km

Related Questions to study

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)

Divide these fractions: 2 ¼ / ½

Divide these fractions: 2 ¼ / ½

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1.510⁸
1.510⁶
1.510⁴
1.5 10³

The correct answer is: 1.5*10⁸

1.5* 10⁸km

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