the equation $y = mx + b$ is the slope - intercept form of the equation of a line. what is the equation…

the equation $y = mx + b$ is the slope - intercept form of the equation of a line. what is the equation solved for $b$?\n$y - m = b$\n$y - mx = b$\n$\frac{y}{mx}=b$\n$\frac{y}{m}-x = b$

the equation $y = mx + b$ is the slope - intercept form of the equation of a line. what is the equation solved for $b$?\n$y - m = b$\n$y - mx = b$\n$\frac{y}{mx}=b$\n$\frac{y}{m}-x = b$

Answer

Explanation:

Step1: Isolate b

Given $y = mx + b$, subtract $mx$ from both sides. $y - mx=mx + b - mx$

Step2: Simplify

On the right - hand side, $mx - mx = 0$, so we get $y - mx=b$.

Answer:

B. $y - mx = b$