Let y = √(x - 10), so that y² = x - 10.
Then x = y² + 10 so that √x = ±√(y² + 10).
So we've rewritten the equation as
y = ±√(y² + 10)
In either case, squaring both sides gives
y² = y² + 10
and eliminating y² gives us the false result
0 = 10
so there is no solution.
Answer: This equation has no solution available for the answer.
Step-by-step explanation: There are no values of x that make the equation true; therefore, there are no solutions for this equation. Just making sure if this is very helpful or not, if you just give me 1 star then you should have to report a mistake answer. Don’t frustrating too much!
