SOLUTION: Hi, I was wondering whether you could help me to find the intersection (x values) 1/(x^2+1)= x^2 thankyou!

SOLUTION: Hi, I was wondering whether you could help me to find the intersection (x values) 1/(x^2+1)= x^2 thankyou!

Algebra.Com

Question 890543: Hi,
I was wondering whether you could help me to find the intersection (x values)
1/(x^2+1)= x^2
thankyou!
Answer by josgarithmetic(39630) (Show Source): You can put this solution on YOUR website!
I just did this one about five minutes ago. One can also make a substitution for x^2, solve for that assigned variable, and then reverse the substitution to solve for x. You will obtain a square root of an expression which contains a square root.
RELATED QUESTIONS
Hi, I was wondering whether you could help me to find the intersection (x values)... (answered by josgarithmetic)

Hi, I was wondering how I solve this equation to find the value of x 0= (x^2+x+1)... (answered by josgarithmetic)

Hi, I was wondering how I solve this equation to find the value of x 0= x^4+x^2+1... (answered by josgarithmetic)

Hi there, I was wondering if someone could show me how to find the derivative of... (answered by Alan3354)

Hi, i was wondering whether you were able to help me rearrange the following formula to (answered by KMST)

Hi, i was wondering whether you were able to help me rearrange the following formula to (answered by josgarithmetic)

Hi, i was wondering whether you were able to help me rearrange the following formula to (answered by Fombitz)

Hi guys, I was wondering whether anyone could help me to solve this quadratic equation... (answered by stanbon)

I have been struggling on how to figure this problem out and I was wondering if someone... (answered by gonzo)