The number of real roots of (x+3)^4+(x+5...

The number of real roots of `(x+3)^4+(x+5)^4=16`

Promotional Banner

Promotional Banner

Similar Questions

Explore conceptually related problems

The number of real roots of (x-1)^(4)+(x+1)^(4)=16 is

The number of roots of (x + 3)^(4) + (x + 5)^(4) = 16 is

The number of real roots of (6 - x)^(4) + (8 - x)^(4) = 16 , is

The number of real roots of (6 - x)^(4) + (8 - x)^(4) = 16 , is

The number of real roots of (7+4sqrt(3))^(|x|- 8)+(7-4sqrt(3))^(|x|-8)=14 is

The number of real roots of x^(10)-x^(7)+x^(5)+2x^(4)+6=0 is

The number of real roots of equation 16^(x)+8^(x)+ 4(4^(x))+ 2^(x)+ 1=0 is :

Recommended Questions

The number of real roots of (x+3)^4+(x+5)^4=16
Text Solution
|
The number of real roots of (x+3)^(4)+(x+5)^(4)=16
Text Solution
|
The number of real roots of (x-1)^(4)+(x+1)^(4)=16 is
Text Solution
|
The number of real roots of (6 - x)^(4) + (8 - x)^(4) = 16, is
Text Solution
|
If log(16)(log(root(4)(3))(log(root(3)(5))(x)))=(1)/(2), find x.
Text Solution
|
Find the real root of x^(4) = 16
Text Solution
|
The number of roots of (x + 3)^(4) + (x + 5)^(4) = 16 is
Text Solution
|
The number of real roots of equation 16^(x)+8^(x)+ 4(4^(x))+ 2^(x)+ 1=...
Text Solution
|
The number of real roots of (7+ 4 sqrt(3)) ^(|x|-8)=14 is
Text Solution
|