I would really appreciate if someone were to answer this and show their process! I've already tried 'no solutions', 'all real numbers', and x=0, however, none of them were correct.

Solve the equation. (remember about domain).

sqrt (x^2-10x+25) = x-5

Question

Julian Stone

Mathematics

8 September, 03:25

I would really appreciate if someone were to answer this and show their process! I've already tried 'no solutions', 'all real numbers', and x=0, however, none of them were correct.

Solve the equation. (remember about domain).

sqrt (x^2-10x+25) = x-5

+2

Answers (1)

Know the Answer?

Ruthie · Answer 1

Input:

sqrt (x^2 - 10 x + 25) = x - 5

Plot:

Plot

Alternate forms:

sqrt ((x - 5) ^2) + 5 = x

sqrt ((x - 5) ^2) = x - 5

sqrt ((x - 5) ^2) - x = - 5

Alternate form assuming x is positive:

x = abs (x - 5) + 5

Number line:

Number line

Integer solution:

x>=5

I would really appreciate if someone were to answer this and show their process! I've already tried 'no solutions', 'all real numbers', and x=0, however, none of them were correct.Solve the equation. (remember about domain).sqrt (x^2-10x+25) = x-5

I would really appreciate if someone were to answer this and show their process! I've already tried 'no solutions', 'all real numbers', and x=0, however, none of them were correct.

Solve the equation. (remember about domain).

sqrt (x^2-10x+25) = x-5