PQ is a line segment of length 6.4cm.Geometrically obtain point R on PQ such that QR/PQ=5/8
Answers
Geometrically obtained point R on PQ such that QR/PQ=5/8
Step-by-step explanation:
Step 1 : Draw a line segmnet PQ = 6.4 cm
Step 2 Draw an actue angle at Q
Step 3 : on angle drawn mark one by one 8 points at equal distances
Step 4 : join 8th Last point with P
Step 5 : Draw a Line Parallel to line drawn in step 4 , such that it passes through 5 point drawn in step 3 and intersect PQ & R
Now QR /PQ = 5/8
QR = PQ * 5/8
=> QR = 6.4 * 5 /8
=> QR = 4 cm
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Step-by-step explanation:
step 1 : draw line segment PQ of length 6 cm
step 2 : draw an acute angle ie angle QPX
step 3 : draw 8 equal length points on ray PX
step 4 : plot this point as p1,p2,p3......p8
step 5 : join p8 and Q
step 6 : draw a parallel line from p3