The following GMAT Problem Solving question tests your understanding of how to apply exponent rules.
Question 15:
If $x=27^{27}$ and $x^{x}=3^{y}$, then $y=$?
- $\quad 3^{81}$
- $\quad 3^{83}$
- $\quad 3^{85}$
- $\quad 3^{87}$
- $\quad 3^{89}$
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The following GMAT Problem Solving question tests your understanding of how to apply exponent rules.
Question 15:
If $x=27^{27}$ and $x^{x}=3^{y}$, then $y=$?
The following GMAT data sufficiency question tests your understanding of how to deal with remainder questions in the context of GMAT data sufficiency.
Question 14:
What is the remainder when the positive integer $n$ is divided by $30?$
The following GMAT Problem Solving question tests your understanding of how to add up a finite set of terms that form a geometric sequence.
Question 13:
$\dfrac{3(4^5 + 4^6+4^7+4^8+4^9+4^{10})}{2^5+2^6+2^7+2^8+2^9+2^{10}}=$
My video review of the recently released GMAT Official Guide 2022 and GMAT Official Quantitative Review 2022.
Here is a brief review of the recently released GMAT Official Guide 2022 and GMAT Official Quantitative Review 2022.