A student simplified this expression: 33⋅3−2(36)2

using these steps:

Step 1: 3−6312

Step 2: 136⋅312

Step 3: 1318

Which of these steps contains a mistake from the previous step?

(1 point)
Responses

There are no mistakes. The answer is correct.
There are no mistakes. The answer is correct.

Step 1 had the mistake. Correct answer to this step is 31312
Step 1 had the mistake. Correct answer to this step is the fraction with numerator 3 to the 1th power and denominator 3 to the 12th power

Step 2 had the mistake. Correct answer to this step is 36
Step 2 had the mistake. Correct answer to this step is 3 to the 6th power

Step 3 had the mistake. Correct answer to this step is 136
Step 3 had the mistake. Correct answer to this step is the fraction with numerator 1 and denominator 3 to the 6th power

1 answer

Step 1 had the mistake. The correct answer to this step is 3 - 6 * 3^12.
Similar Questions
  1. A student simplified this expression: (3^3 time 3^-2)/ using these steps:Step 1: (3^-6)/(3^12) Step 2: (1)/(3^6 times 3^12) Step
    1. answers icon 1 answer
  2. student simplified this expression: (33⋅ 2−4)436using these steps: Step 1: 312 ⋅ 2−1636 Step 2: 36216 Step 3: Answer is
    1. answers icon 3 answers
    1. answers icon 1 answer
  3. A student simplified this expression: (3^3⋅ 2^−4)^4/3^6 using these steps:Step 1: 3^12 ⋅ 2^−16/3^6 Step 2: 3^6/2^16 Step
    1. answers icon 1 answer
more similar questions