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Chapter 3: Q16 (page 86)

How many lines can be drawn through P perpendicular to QR鈫�?

Short Answer

Expert verified

The required count of line is one.

Step by step solution

01

Step 1. Define the theorem that can be used

Theorem 3-8 can be used which states that a perpendicular line to another line consist of a point that is positioned on outer area of another line.

02

Step 2. Relate the theorem using the provided information

The mentioned point in theorem according to the question is P and the another line is QR鈫�. According to the figure there is only one line present that is having a perpendicular relation with QR鈫�and contains point P.

03

Step 3. Make the conclusion

As the count of line perpendicular to QR鈫�is only one which results in that the required count is one.

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