Question

compare the following nultiplication - - 3√12 x √18
3 ×√ =
=3x √4x3x3x6 =
=3x3√
=9√​

Answer 1

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Answer 2

Answer:

3√12 x √18

3√12 x √18= 3 √ ( 12 × 18 )

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]= 3 √[(2x2)x(3×3)*3*2]

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]= 3 √[(2x2)x(3×3)*3*2]= 3 × 2 × 3 √6

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]= 3 √[(2x2)x(3×3)*3*2]= 3 × 2 × 3 √6= 18√6

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]= 3 √[(2x2)x(3×3)*3*2]= 3 × 2 × 3 √6= 18√6Therefore,

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]= 3 √[(2x2)x(3×3)*3*2]= 3 × 2 × 3 √6= 18√6Therefore,Simplest form of 3x√12x-√18

3√12 x √18= 3 √ ( 12 × 18 )= 3√ [( 2×2×3)*(3*3*2)]= 3 √[(2x2)x(3×3)*3*2]= 3 × 2 × 3 √6= 18√6Therefore,Simplest form of 3x√12x-√18= 18:-√6

Step-by-step explanation:

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