Question 159 - Algebra Practice

Prasnya

Q159

00:00

28 Nov 2021

Q159.Direction of the question: Solve the following question and mark the best possible option. For all possible integers n satisfying

2.25 \le 2 + 2^{n+2} \le 202

, the number of integer values of

3 + 3^{n+1}

is (in numerical value)

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Q159

00:00

28 Nov 2021

Q159.Direction of the question: Solve the following question and mark the best possible option. For all possible integers n satisfying

2.25 \le 2 + 2^{n+2} \le 202

, the number of integer values of

3 + 3^{n+1}

is (in numerical value)

Your Answer

Save

Check

Details

Question 159 - Algebra Practice | Prasnya

Q159

00:00

28 Nov 2021

Q159.Direction of the question: Solve the following question and mark the best possible option. For all possible integers n satisfying

2.25 \le 2 + 2^{n+2} \le 202

, the number of integer values of

3 + 3^{n+1}

is (in numerical value)

Your Answer

Save

Check

Details

Q159

00:00

28 Nov 2021

Q159.Direction of the question: Solve the following question and mark the best possible option. For all possible integers n satisfying

2.25 \le 2 + 2^{n+2} \le 202

, the number of integer values of

3 + 3^{n+1}

is (in numerical value)

Your Answer

Save

Check

Details