Identify the slope and $$ y $$-intercept in the equation. Write the $$ y $$-intercept as an ordered pair. $$ y=-5+2 x $$ slope: $$ y $$-intercept: Submit Question

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The equation is given as $$ y = -5 + 2x $$.

1. Rewrite the equation in the slope-intercept form, which is $$ y = mx + b $$. This gives us:
   $$
   y = 2x - 5
   $$
   
2. Identify the slope $$ m $$ and the $$ y $$-intercept $$ b $$:
   - The slope $$ m $$ is the coefficient of $$ x $$, so:
     $$
     m = 2
     $$
   - The $$ y $$-intercept $$ b $$ is the constant term, so:
     $$
     b = -5
     $$

3. Write the $$ y $$-intercept as an ordered pair $$(0, b)$$:
   $$
   \text{$$ y $$-intercept} = (0, -5)
   $$

Thus, the slope is $$2$$ and the $$ y $$-intercept is $$(0, -5)$$.
Slope: 2 $$ y $$-intercept: (0, -5)

Identify the slope and \( y \)-intercept in the equation. Write the \( y \)-intercept as an ordered pair. \( y=-5+2 x \) slope: \( y \)-intercept: Submit Question

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