Question

solve this equation
√25-x^2=x-1​

Answer 1

Step-by-step explanation:

The square root is defined to be the positive root only, so that it may be a function. Now, (√x)^2=x and (-√x)^2=x . This is because, for √x to be defined, x needs to be positive. Since Squares are always non-negative .

Answer 2

hi mate

here is your answer

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hope it will help✌❤

√25 - x^2 = x -1

5 - x^2 = x -1

6 = x + x^2

0=x + x^2 -6

0=x^2 +3x -2x -6

0= x (x +3) -2 (x+3)

0= (x+3) (x-2)

keep smiling❤✌