Question

( (A) quad 5^{x}-2 u=frac{25}{5 x} )
( (A) rightarrow(a) )
( operatorname{don} x=2 ), the equ sotistics
( (B) quad 2^{x+1} cdot 5^{x}=200 )
( 2 cdot 2^{x} cdot 5^{x}=200 )
( (B) )
( begin{aligned} 10^{x} &=100 x &=2 end{aligned} )
c) ( 4^{2 / x}-54^{x}+4=0 )
phion ( x=1 )
( (c) rightarrow(T) )
the equ satitizs
(D) ( frac{2^{x-1} cdot 4^{x-1}}{8^{x-1}}=16 )
Q ( Rightarrow frac{(2 times 4)^{x-1}}{8^{x-1}}=frac{8^{x-1}}{8^{x-1}}=1 eq 16 )

# 10. Match the values of x given in Column-II satisfying the exponential equation in Colum not verify). Remember that for a > 0. then term a' is always greater than zero Vxe R Column-I Column-II (A) 5"-24 = 25 (B) (2+i) (5) = 200 (C) 42 - 5(41) + 4 = 0 (S) 0 24.481 (P) 8x-1=16 (E) (F) 42+2 - 9(2+2) + 8 = 0 52% – 7* – 52 (35) + 7%(35) = 0 (U) 2DA (V) (X) 3 None

Solution