Find the $$ x $$ - and $$ y $$-intercepts of the line $$ 14 x+16 y=-16 $$. Write your answers as integers or as simplified proper or improper fractions, not as ordered pairs. $$ \quad x $$-intercept: $$ y $$-intercept:

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To find the $$ x $$-intercept, set $$ y = 0 $$ in the equation:

$$
14x + 16(0) = -16 \quad \Rightarrow \quad 14x = -16
$$

Solve for $$ x $$:

$$
x = -\frac{16}{14} = -\frac{8}{7}
$$

To find the $$ y $$-intercept, set $$ x = 0 $$ in the equation:

$$
14(0) + 16y = -16 \quad \Rightarrow \quad 16y = -16
$$

Solve for $$ y $$:

$$
y = -\frac{16}{16} = -1
$$

$$ x $$-intercept: $$-\frac{8}{7}$$  
$$ y $$-intercept: $$-1$$
$$ x $$-intercept: $$-\frac{8}{7}$$ $$ y $$-intercept: $$-1$$

Find the - and -intercepts of the line .
Write your answers as integers or as simplified proper or improper fractions, not as ordered
pairs.
-intercept:
-intercept:

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Find the - and -intercepts of the line . Write your answers as integers or as simplified proper or improper fractions, not as ordered pairs. -intercept: -intercept: