In Exercises 19–30, find the midpoint of each line segment with t...

Question

In Exercises 19–30, find the midpoint of each line segment with the given endpoints. (7√3, −6) and (3√3, −2)

Accepted Answer

for the line segment bounded by the given endpoints eight squares of 69 to 11 and two squares of six negative 13. Find the midpoint. So we want to look at the midpoint formula. The midpoint formula is given by X one plus X 2/2 comma Y one plus Y 2/2. So this is the point. And we can add together our exes add together our wise divided by two. For each to get the midpoint. Let's first look at X one plus X two. Now X one is eight squares of six. X two is two squares of six. We add those together we get 10 squares of six. It can't be simplified any farther. So we'll leave it like that for now let's look at our Wise you have Y one plus Y two As we get negative 11 for Y one -13 for AY two At the together we get -24. Now we can plug this into our midpoint formula. So if you look here X one plus X two we said was 10 square to six over to now. Same for the wise. Y one plus Y two is negative 24 that is over two. We can simplify even further. We get 10 squares to 6/2. That is five spirits of six negative 24/2 is negative 12. We can't simplify this any farther. So this is our answer. 526 -12 as a point. The answer to our problem as the answer be okay. I hope to help you solve the problem. Thank you for watching Goodbye.

In Exercises 19–30, find the midpoint of each line segment with the given endpoints. (7√3, −6) and (3√3, −2)

Key Concepts

Midpoint Formula

Coordinate System

Square Root Properties

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