Math, asked by trickymathetics, 9 months ago

Draw a line EF and take a point P above EF. Draw a line GH passing through P such that GH || EF.​

Answers

Answered by abhinavmishra2006
1

Answer:

Step-by-step explanation:

Step 1 : Draw a line segment EF using ruler

Step 2 : Take a point P any where above EF

Sep 3 : Using compass Width enough to cut EF from P  Cut EF at two point A & B

Step 4 : Taking Some width of compass , Draw arcs from A & B such that it intersect at M

Step 5 : Draw a line passing through M , P and intersecting EF at  N

Step 6 : Draw a perpendicular at P on  NP using protector/Set square

and draw line GH passing through  P

GH || EF

Method 2 :

Step 1 : Draw a line segment EF using ruler

Step 2 : Take a point P any where above EF

Step 3 : join P with Straight line to  EF at point A

Step 4  :  Draw an arc from A  cutting AP at B   & EF  at C

Step 5 : Keeping same width of compass from P draw an arc cutting extended AP at  D

Step 6 : now taking compass width = BC  draw arc from D intersecting arc drawn in step 5 at G

Step 7 : Draw  a line GH Passing through P  

GH || EF

Learn more :

Draw a line AB, take two points C and D. C above the line AB and D ...

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draw a line xy=9cm.draw a line st parallel to x at a distance 4 cm .

Answered by Sailipi
9

Answer:

Hey mate here is your answer

Step-by-step explanation:

HOPE IT HELPS YOU

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