Question

write the product form of (3x)³ and 3x³. are they same

Answer 1

QUESTION::

Write the product form of (3x)³ and 3x³. are they same??

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ANSWER::

As given ;
Find out the product of :- ${(3x)}^{3}$

${(3x)}^{3}$

➡ ${(3x)}^{3}$

➡${(3)}^{3}×{x}^{3}$

➡ ${27x}^{3}$

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COMPARE ⬇⬇⬇

${27x}^{3}$ and ${3x}^{3}$

${27x}^{3}$ is not equal to ${3x}^{3}$

➡THEY ARE NOT SAME .

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✨✨BE BRAINLY ✨✨

Answer 2

The product form of (3x)³ and 3x³ are not same

Step-by-step explanation:

To Find:write the product form of (3x)³ and 3x³. are they same

Solution:

Product form of :

$(3x)^3 = 3 \times 3 \times 3 \times x \times x \times x\\3x^3 = 3 \times x \times x \times x$

Product form are not same

Hence The product form of (3x)³ and 3x³ are not same

#Learn more:

Write the product form of (2/3x)³ and 2/3x³.are they same?​

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