Point V lies between points U and W on . If UW = 9x – 9, what is UW in units?

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Point V lies between points U and W on . If UW = 9x – 9, what is UW in units? 5 units 6 units 30 units 36 units

The correct option is (D) 36 units. Step-by-step explanation:  Given that point V lies between points U and W on UW, where We are to find the length of UW in units. Since point V lies on the line segment UW, so we must have Therefore, the length of UW is Thus, the length of UW is 36 units. Option (D) is correct.

The correct option is (D) 36 units. Step-by-step explanation:  Given that point V lies between points U and W on UW, where We are to find the length of UW in units. Since point V lies on the line segment UW, so we must have Therefore, the length of UW is Thus, the length of UW is 36 units. Option (D) is correct.

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Point V lies between points U and W on . If UW = 9x – 9, what is UW in units?

Algebra can be a difficult topic for many students, but it is essential to understand in order to progress in mathematics. In this article, we will be looking at points U, V, and W on a coordinate plane and solving for the value of UW.

What is point V?

Point V is a point on the coordinate plane. It lies between points U and W. If UW = x – , then UW is x units in length.

Where is point V located?

Point V is located between points U and W on the number line. If UW = x – , then UW in units is equal to the difference between x and .

What is the value of UW?

The value of UW is x – . This can be seen by looking at the diagram. Point V lies between points U and W on . Therefore, the value of UW must be x – .

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How to find the value of UW in units?

To find the value of UW in units, you need to subtract the value of U from the value of W. In this case, UW = x – . Therefore, the value of UW in units is x – .

conclusion

Point V lies between points U and W on the number line. If UW = x – 3, what is UW in units?

UW can be expressed in units by subtracting 3 from x. Therefore, if x = 5, then UW = 2 units.

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