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# How do you find the slope and y – intercept of $y = - 4x – 5$?

Last updated date: 11th Aug 2024
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Hint: We will use the general equation of a line which is given by $y = mx + c$ and then find the slope by comparing and then we will put x zero in the given equation $y = - 4x – 5$ to find y intercept.

We are given that we are required to find the slope and the y - intercept of $y = - 4x – 5$.
The general equation of a line is given by $y = mx + c$, where m is the slope of the line.
Now, we are given the line $y = - 4x – 5$. If we compare this to the above mentioned line, we will then obtain: $m = - 4$ and $c = - 5$.
Now, we need to find the intercept. Let us put in x = 0 in the equation $y = - 4x – 5$ to find the y – intercept.
Putting x = 0 in $y = - 4x – 5$, we will get $y = - 5$.
If here, we would had to find the x – intercept, we would have just put y = 0 in the given equation $y = - 4x – 5$.