construct a triangle similar to a given triangle ABC with it sides equal to 1 1/2 times the corresponding sides of triangle ABC
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step 1. draw a triangle of any measurements name it ABC with BC as a base
step 2. taking centre as B construct an acute angle opposite to vertex A and name the ray as BX
step 3. locate 11 points on BX such that their distance from each other is equal and name them B1,B2,B3........ ,B11.
Step 4. join B2C.
Step 5. taking centre as B11 draw a line parallel to B2C which will intersect extended BC at C' .
Step 6 draw a line parallel to AC which will intersect extended AC at A'
Step 7. A'BC' is a required triangle
I hope this helps you. please mark it brainleist
step 2. taking centre as B construct an acute angle opposite to vertex A and name the ray as BX
step 3. locate 11 points on BX such that their distance from each other is equal and name them B1,B2,B3........ ,B11.
Step 4. join B2C.
Step 5. taking centre as B11 draw a line parallel to B2C which will intersect extended BC at C' .
Step 6 draw a line parallel to AC which will intersect extended AC at A'
Step 7. A'BC' is a required triangle
I hope this helps you. please mark it brainleist
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