High School

Oak Street runs parallel with Maple Street. The turn shown from North Main Street onto West Oak Street measures 65°.

An illustrated map is shown where Oak Street and Maple Street run horizontally parallel and are cut by Main Street. To the left of Main Street, Oak and Maple Streets are labeled West Oak Street and West Maple Street. To the right of Main Street, they are labeled East Oak Street and East Maple Street. Above Oak Street, Main Street is labeled North Main Street. Below Maple Street, Main Street is labeled South Main Street.

There is an arrow indicating a turn from North Main Street onto West Oak Street. There is another arrow indicating a turn from South Main Street onto West Maple Street.

**Question 1, Part A:**
What is the measure of the angle between the roads at the turn shown from South Main Street onto West Maple Street?

Answer :

Final answer:

The measure of the angle between the roads at the turn shown from South Main Street onto West Maple Street is 54.2° south of west.

Explanation:

The measure of the angle between the roads at the turn shown from South Main Street onto West Maple Street is 54.2° south of west.

To find this angle, we need to use the fact that Oak Street and Maple Street run parallel to each other. We can see that the turn onto West Oak Street measures 65°, so the turn onto West Maple Street will also measure the same. Since the turn from North Main Street to West Oak Street is 35.8° west of north, the other turn will be 54.2° south of west.

Learn more about Angle measurement here:

https://brainly.com/question/31186705

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