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

Simplify the given expression: (23 x)2

Solution for the question - simplify the given expression: (23 x)2 8x64x264x8x2

Simplify the given expression: (23 x)2-Turito

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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

6 ¼ = Whole number*denominator+ numerator/denominator 6¼= 6*4+1/4= 25/4

Factors of 6- 1,2,3,6 Factors of 12- 1,2,3,4, 6, 12 Common Factors of 6 and 12 is 1,2,3 and 6.

Let’s start with Option a 1/8 Fraction Multiply, numerator and denominator with 2 (1/8)*2=1*2/8*2 = 2/16 Hence, 2/16 is the Equivalent Fraction of 1/8

Which of the following options is an equivalent fraction of 1/8?

First few multiples of 15- 15,30,45,60,75,90,… First few multiples of 18- 18,36,54,72,90,… Least common multiple is 90.

What is the least common multiples of 15 and 18.

Multiples of 6- 6,12,18,24,30,36,42,48,54,60 First few multiples of 12- 12,24,36,48,60,…. First few multiples of 20- 20,40,60,80 LCM of 6,12 and 20 is 60.

Write the Least common multiples of 6,12 and 20.

Multiples of 10 are 10,20,30,40,50,60,70,80,90 Multiples of 14 are 14,28,42,56,70 So the least common multiple is 70.

Find the least common multiple of 10 and 14?

Equivalent fractions with the LCD= 3/1 and 6/1. So the least common denominators are (1,1)

What is the lowest common denominator of 3 and 6.

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Simplify the given expression: (23 x)2

8x264x64x28x

The correct answer is: 64x2

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

Related Questions to study

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

Convert 6 ¼ as an improper fraction.

Convert 6 ¼ as an improper fraction.

Write the common factors of 6 and 12?

Write the common factors of 6 and 12?

Which of the following options is an equivalent fraction of 1/8?

Which of the following options is an equivalent fraction of 1/8?

What is the least common multiples of 15 and 18.

What is the least common multiples of 15 and 18.

Write the Least common multiples of 6,12 and 20.

Write the Least common multiples of 6,12 and 20.

Find the least common multiple of 10 and 14?

Find the least common multiple of 10 and 14?

What is the lowest common denominator of 3 and 6.

What is the lowest common denominator of 3 and 6.

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Simplify the given expression: (2³ x)²

8x²
64x
64x²
8x

The correct answer is: 64x²

(2.2.2 x)²= (8x)²= 8x . 8x =64x²

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