Find the cube root of 512 by prime factorisation method-

Question

Toppr Admin · Accepted Answer

Correct option is A- 8Resolving -512- into prime factors- we get-512-underline -2-times 2-times 2-times -underline -2-times 2-times 2-times -underline -2-times 2-times 2-therefore -sqrt -3-512-2-times 2-times 2-8-

Find the cube root of $$512$$ by prime factorisation method:

Correct option is A. 8
Resolving $$512$$ into prime factors, we get
$$512=\underline {2\times 2\times 2}\times \underline {2\times 2\times 2}\times \underline {2\times 2\times 2}$$
$$\therefore \sqrt [3]{512}=(2\times 2\times 2)=8$$

Find the cube root of $$512$$ by prime factorisation method:

Correct option is A. 8Resolving $$512$$ into prime factors, we get$$512=\underline {2\times 2\times 2}\times \underline {2\times 2\times 2}\times \underline {2\times 2\times 2}$$$$\therefore \sqrt [3]{512}=(2\times 2\times 2)=8$$

Correct option is A. 8
Resolving $$512$$ into prime factors, we get
$$512=\underline {2\times 2\times 2}\times \underline {2\times 2\times 2}\times \underline {2\times 2\times 2}$$
$$\therefore \sqrt [3]{512}=(2\times 2\times 2)=8$$