Home
Class 10
MATHS
[" Solution of "2^(2x)-3.2^(x+2)+32=0" a...

[" Solution of "2^(2x)-3.2^(x+2)+32=0" are : "],[[" (1) "{3,2}," (2) "{-3,2}],[" (3) "{2;-3}," (4) "{-3,-2}]]

Promotional Banner

Similar Questions

Explore conceptually related problems

4^(x)-3.2^(x+2)+2^(5)=0

x^(2)-(x-2)^(2)=32

Solve 4^(x-1)-3.2^(x-1)+2=0

The solution of |x^(2)+3x|+x^(2)-2>=0 is

Solve 4^(x)-3.2^(x)+2 gt 0 .

Solve 4^(x)-3.2^(x)+2 gt 0 .

(2x - 32x^(3)) = ?

The solution of |x^(2) + 3x|+x^(2)-2 ge 0 is

The solution of |x^(2) + 3x|+x^(2)-2 ge 0 is

.If [x] denotes the integral part of "x" and "f(x)" has domain [-(5)/(2),2] the domain of f([|x|]) is, " (a) "[-3,2]," (b) "(-3,2]," (c) "[-2,2]," (d) "(-3,3)