1.

Construct a triangle PQR, such that angleP=50^(@), angleQ=30^(@) and PQ-QR = 1.4 cm.

Answer»

Solution :Step 1: Draw `bar(PX)`.
Step 2: Locate the point `S` on `bar(PX)`, such that `PS=1/4 cm.`
Step 3: Draw `bar(SY)`, such that `anglePSY = 180^(@)-1/2`
`(180^(@)-ANGLEQ)=180^(@)-1/2(180^(@)-30^(@))=105^(@)`.
Step 4: Draw `bar(PZ)`, such that `angleSPZ=50^(@)`, intersecting `bar(SY)` at `R.`
Step 5: Draw perpendicular bisector of `bar(RS)` intersecting `bar(PX)` at `Q.`
Step 6: Join `Q` and `R.` `PQR` is the required TRIANGLE.


Discussion

No Comment Found