Find the $$ y $$-intercept(s) and $$ x $$-intercept(s) of the graph of the following. $$ y=x^{2}-49 $$ If there is more than one answer, separate them with commas. Click on "None" if applicable. $$ y $$-intercept(s):

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$$ y $$-intercept(s): -49 $$ x $$-intercept(s): 7, -7 To find the $$ y $$-intercept of the graph of the equation $$ y = x^2 - 49 $$, we set $$ x = 0 $$: $$ y = 0^2 - 49 = -49 $$ Thus, the $$ y $$-intercept is: $$ (0, -49) $$ Next, to find the $$ x $$-intercepts, we set $$ y = 0 $$: $$ 0 = x^2 - 49 $$ This can be rearranged to: $$ x^2 = 49 $$ Taking the square root of both sides gives: $$ x = 7 \quad \text{or} \quad x = -7 $$ Thus, the $$ x $$-intercepts are: $$ (7, 0), (-7, 0) $$ In summary, the intercepts are: - $$ y $$-intercept(s): $$-49$$ - $$ x $$-intercept(s): $$7, -7$$ So, the final answers are: **$$ y $$-intercept(s):** $$-49$$ **$$ x $$-intercept(s):** $$7, -7$$

Find the \( y \)-intercept(s) and \( x \)-intercept(s) of the graph of the following. \[ y=x^{2}-49 \] If there is more than one answer, separate them with commas. Click on "None" if applicable. \( y \)-intercept(s):

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Find the \( y \)-intercept(s) and \( x \)-intercept(s) of the graph of the following. \[ y=x^{2}-49 \] If there is more than one answer, separate them with commas. Click on "None" if applicable. \( y \)-intercept(s):

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