Question
Arranging the following in ascending order $3^34, 2^51, 7^17$ we get
Answer: Option A
Answer:(d)$3^34 = (3^2)^17 = 9^17$$2^51 = (2^3)^17 = 8^17$$7^17 = 7^17$Clearly, $9^17 > 8^17 > 7^17$i.e., $3^34 > 2^51 > 7^17$
Was this answer helpful ?
Answer:(d)$3^34 = (3^2)^17 = 9^17$$2^51 = (2^3)^17 = 8^17$$7^17 = 7^17$Clearly, $9^17 > 8^17 > 7^17$i.e., $3^34 > 2^51 > 7^17$
Was this answer helpful ?
More Questions on This Topic :
Question 1. $4^61 + 4^62 + 4^63 + 4^64$ is divisible by....
Question 4. If $√{3n}$ = 2187 then the value of n is :....
Question 9. $(0.01024)^{1/5}$ is equal to :....
Latest Videos
Latest Test Papers
Submit Solution