Question

cube root of 32678 by steps
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Answer 1

Answer:

this is done by prime factortion

Answer 2

Answer:

Step 1: Factor 32,678

32,678 can be written as a product of its prime factors in the following way: 32,678 = 2 × 16339

The factors were found in the following order:

32,678 = 2 × 16,339

Step 2: Rewrite ∛(32,678)

∛(32,678) =

∛(2 x 16339) =

∛(2) × ∛(16339)

∛(2 x 16339) = ∛(2) x ∛(16339)

Step 3: Simplify ∛(2) x ∛(16339)

Step 3.1 ∛(2) can not be further simplified

Step 3.2 ∛(16339) can not be further simplified

Step 4: Simplify ∛(2) x ∛(16339)

Step 4.1 Simplify ∛(21)

As per raising to the power of one: 2^1 = 2

So, we can rewrite ∛(21) = ∛(2) = 1.259

Step 4.2 Simplify ∛(163391)

As per raising to the power of one: 16339^1 = 16339

So, we can rewrite ∛(163391) = ∛(16339) = 25.375

Final Result

∛(32,678) = 1.259 × 25.375

One real solution was found

31.970

Step-by-step explanation: