To solve the equation A + 3a^2 = -11, we first need to determine the value of "a".
First, let's isolate the variable "a" by subtracting A from both sides of the equation:
3a^2 = -11 - A
Next, divide both sides by 3:
a^2 = (-11 - A)/3
Now, to solve for "a", we need to take the square root of both sides of the equation:
a = ±√((-11 - A)/3)
Therefore, a = ±√((-11 - A)/3) is the solution to the equation.
To solve the equation A + 3a^2 = -11, we first need to determine the value of "a".
First, let's isolate the variable "a" by subtracting A from both sides of the equation:
3a^2 = -11 - A
Next, divide both sides by 3:
a^2 = (-11 - A)/3
Now, to solve for "a", we need to take the square root of both sides of the equation:
a = ±√((-11 - A)/3)
Therefore, a = ±√((-11 - A)/3) is the solution to the equation.