solve for the variable
�ã(square root)
�ãy+6 - �ãy = �ã2
would i square both sides first?
im stuck
yes, then use the quadratic equation.
its is y times the 5th power of 8 or using the quadradic eqaution it bis something else
the eqaution is the reciprical of the times of 6 to the 10th power of A or the quadratic eqaution
To solve for the variable y in the equation √(y+6) - √y = √2, squaring both sides of the equation can be a useful step. Here's how you can do it:
Step 1: Start by squaring both sides of the equation:
(√(y+6))^2 - (√y)^2 = (√2)^2
This simplifies to:
y + 6 - y = 2
Step 2: Combine like terms on the left side of the equation:
y - y + 6 = 2
The y terms cancel out, leaving us with:
6 = 2
Step 3: It appears that the equation simplifies to a contradiction (6 = 2), which means there is no valid solution for y.
Therefore, there is no value of y that satisfies the given equation.