Question

Q 1 Find (1331) 1/3 ? ​

Answer 1

Answer:

it is (1331)^1/3 right

Step-by-step explanation:

if right it will come 11 as the cube root of 1331 is 11

Answer 2

We attempt To simplify the cubed root Of 1,331

Step 1: Factor 1,331

1,331 can be written as a product of its prime factors in the following way: 1,331 = 113

The factors were found in the following order:

1,331 = 11 × 121

121 = 11 × 11

Step 2: Rewrite ∛(1,331)

∛(1,331) =

∛(113) =

∛(113)

∛(113) = ∛(113)

Step 3: Simplify ∛(113)

Step 3.1 ∛(113) shall be further simplified in the next step

Step 4: Simplify ∛(113)

Step 4.1 Simplify ∛(113)

Using the exponent "product rule", we know that

∛(113) = ((11)3)⅓ = 11(3×⅓) = 111 = 11

Final Result

∛(1,331) = 11