The correct statement that describes the solution set of the radical equation \( 15 - \sqrt{15 - x} + x = 3 \) is:
x = −1 or x = 6
So the appropriate response would be:
x = −1 or x = 6
and found that x=−1
or x=6
.
Which statement correctly describes the solution set of the radical equation?
(1 point)
Responses
x=−1
or x=−6
x equals negative 1 or x equals negative 6
x=−1
x equals negative 1
x=1
x equals 1
x=−1
or x=6
The correct statement that describes the solution set of the radical equation \( 15 - \sqrt{15 - x} + x = 3 \) is:
x = −1 or x = 6
So the appropriate response would be:
x = −1 or x = 6