Math, asked by ritikbgp648, 18 days ago

draw a line l and take a point P on it through P Kamal draw a line segment PQ perpendicular to l not draw perpendicular to PQ at Kyon use ruler and compass​

Answers

Answered by yadavishwar3609
0

Answer:

Draw a line II and take a point PP on it.Through PP , draw a line where PQ\perp IPQ⊥I .Now draw a perpendicular to PQPQ at QQ .

Following steps:

Draw a line II

Take a point PP on line II

Take any measure and draw a curve with PP as a center which cuts line II at AA and BB

From point AA and CC cuts on the curve like CC and DD

Draw two curve from point CC and DD which cuts at point QQ

Join PP and QQ where PQ\perp IPQ⊥I

Similarly, by the same process draw a perpendicular line QRQR on PQPQ as shown in figure.

Now, PQ\perp IPQ⊥I and QR \perp PQQR⊥PQ

Answered by XxramxX
0

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Therefore, PQ\perp PQ⊥I and QR \perp PR⊥PQ

Step-by-step explanation:

Given,

Draw a line II and take a point PP on it.Through PP , draw a line where PQ\perp PQ⊥I .Now draw a perpendicular to PP at QQ .

Following steps:

Draw a line II

Take a point PP on line II

Take any measure and draw a curve with P as a center which cuts line II at A and B

From point A and C cuts on the curve like C and D

Draw two curve from point C and D which cuts at point Q

Join P and Qwhere PQ\perp PQ⊥I

Similarly, by the same process draw a perpendicular line QRon PQas shown in figure.

Now, PQ⊥QR \PQ ⊥PQ

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