Home
Class 9
MATHS
If 5^(n-3)=625, then 5^(n+3) is ....

If `5^(n-3)=625`, then `5^(n+3)` is _____.

Promotional Banner

Similar Questions

Explore conceptually related problems

If sqrt(5^n)=125 , then 5^(root(n)64 )= (a) 25 (b) 1/(125) (c) 625 (d) 1/5

If sqrt(5^(n))=125, then 5^(64n)=25(b)(1)/(125)(c)625(d)(1)/(5)

If the matrix A={:[(5,-3),(5,-3)]:}," then "A^(n+1) = ________ .

If (2n+5)=3(3n-10) ,then n=?

If .^(n+1)P_(5):^(n)P_(5)=3:2 then n is:

2n-(3)/(n)=5

If 2(2n+5)=3(3n-10), then n=5 (b) 37(d)8

(1) If 5^(n+2)=625, find [(n+3)]^((1)/(3)):(2) If ((32)/(243))^(n)=(8)/(27), find ((n+0.4)/(1024))^(-n)

If 2(2n+5)=3\ (3n-10), then n= (a)5 (b) 3 (c)7 (d) 8