How do you find the slope of the

Beckham Short

Beckham Short

Answered question

2022-04-09

How do you find the slope of the secant lines of f(x)=x through the points: [3, 5]?

Answer & Explanation

annie996k88v

annie996k88v

Beginner2022-04-10Added 11 answers

Explanation:
We have two points: one that passes through the point on the function at x=3, and the other which passes through the function at x=5.
The slope of the line is found through m=y2y1x2x1. Here, our x values are 3 and 5, and our y values are the function values for these.
The y value for x=3 is f(3)=3. For x=5, the y value is f(5)=5.
Thus, the secant line's slope is 5353=5320.2520
We can formalize this all by saying that the slope of secant line passing through
x=a and x=b is equal to f(b)f(a)ba

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