Question

$\sqrt{12 \sqrt{12 \sqrt{12} } }$
find formula​

Answer 1

Step-by-step explanation:

1. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(vi) 9075

(vii) 4225

(viii) 10891. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(vi) 9075

(vii) 4225

(viii) 10891. Using the prime factorisation method, find which of the following numbers are perfect

squares:

1. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(vi) 9075

(vii) 4225

(viii) 10891. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(vi) 9075

(vii) 4225

(viii) 10891. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(vi) 9075

(vii) 42251. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(vi) 90751. Using the prime factorisation method, find which of the following numbers are perfect

squares:

(i) 441

(ii) 576

(iii) 11025

(iv) 1176

(v) 5625

(v) 5625

(vi) 9075

(vii) 4225

(viii) 1089

(vi) 9075

(vii) 4225

(viii) 1089

(vii) 4225

(viii) 1089

(vii) 4225

(viii) 1089

(viii) 1089

(viii) 1089

(vii) 4225

(viii) 1089

(viii) 1089