Question

please solve and send me. ​

Answer 1

Answer:

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Answer 2

Step-by-step explanation:

1) Construct △ABC such that AB=5.5cm,BC=6cm and CA=4.5cm.

△ABC and △LMN are similar.

Therefore, their corresponding sides are proportional.

∴ AB/LM=BC/MN=CA/NL=5/4

5.5/LM=6/MN=4.5/NL=5/4

LM=4/5×5.5=4.4cm

MN=4/5×6=4.8cm

NL=4/5×4.5=3.6cm

Now, construct △LMN such that LM=4.4cm,MN=4.8cm and NL=3.6cm

2) This Answer Is in picture part

3)

4)Steps of Construction:

Step 1: Draw △AMT such that AM=6.3cm,∠TAM=50

o

,AT=5.6cm.

Step 2: Divide segment AM into 7 equal parts.

Step 3: Name the end point of the 5th part of segment AM as H.

Step 4:Draw a line parallel to side TM, through H. Name the point where the parallel line intersect AT as E.

Here, △AMT∼△AHE.

This Solution Diagram in picture part