Find the domain of the function:
Find the domain of the function:
\( y=-3x^2-9 \)
Find the domain of the function:
\( y=-x^2-7 \)
Find the domain of the function: \( y=x^2+10 \)
Find the domain of the function:
\( y=x^2+10 \)
Find the domain of the function:
\( y=3x^2+21 \)
Find the domain of the function:
x < 0
Find the domain of the function:
x < 0
Find the domain of the function:
x < 0
Find the domain of the function:
x > 0
Find the domain of the function:
x < 0
Find the domain of the function:
\( y=-x^2-10 \)
Find the domain of increase of the function:
\( y=3x^2+21 \)
Find the domain of the function:
\( y=-3x^2-9 \)
Find the domain of the function:
\( y=-x^2-7 \)
Find the domain of the function: \( y=-x^2-10 \)
Find the domain of the function:
x < 0
Find the domain of increase of the function:
x > 0
Find the domain of the function:
x > 0
Find the domain of the function:
x > 0
Find the domain of the function:
x > 0
Find the domain of decrease of the function:
\( y=-x^2+1 \)
Find the domain of increase of the function:
\( y=2x^2-50 \)
Find the domain of increase of the function:
\( y=-x^2+1 \)
Find the domain where the function is increasing:
\( y=x^2-4 \)
Find the domain of decrease of the function: \( y=x^2-4 \)
Find the domain of decrease of the function:
x > 0
Find the domain of increase of the function:
x > 0
Find the domain of increase of the function:
x < 0
Find the domain where the function is increasing:
x > 0
Find the domain of decrease of the function:
x < 0
Find the domain of decrease of the function:
\( y=-x^2+9 \)
Find the domain of increase of the function:
\( y=3x^2-27 \)
Find the domain of decrease of the function:
\( y=-x^2+9 \)
Find the domain of decrease of the function: \( y=3x^2-27 \)
Find the domain of decrease of the function:
\( y=-2x^2+32 \)
Find the domain of decrease of the function:
x > 0
Find the domain of increase of the function:
x > 0
Find the domain of decrease of the function:
x < 0
Find the domain of decrease of the function:
x < 0
Find the domain of decrease of the function:
x > 0