Respuesta :
Isolate x:
Y-11=x^2
Take the positive and negative square root of the left side of the equation :
+-√y-11= √x^2
Answer: B
+-√y-11=x
Y-11=x^2
Take the positive and negative square root of the left side of the equation :
+-√y-11= √x^2
Answer: B
+-√y-11=x
The solution for the given equation is x = ±√y-11.
How do we solve a given equation to change the variable?
This can be done by moving every term with the required variable to the other side and equating it.
We can solve the given equation as shown below:
The given equation is: y = x^2 +11
We can rewrite this equation in terms of y.
This can be done as shown below:
y = x^2 +11
⇒ y -11 = x^2
⇒ ±√y-11 = x
⇒ x = ±√y-11
The given equation is rewritten in terms of y.
The equation written in terms of y is x = ±√y-11.
Therefore, the solution for the given equation is x = ±√y-11.
Learn more about the solution of an equation here: https://brainly.com/question/1214333
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