Math, asked by smritibaral461, 6 months ago

construct a ∆DEF, having given that DE=6cm, LE=45° and LF=60°​

Answers

Answered by starboiiii
0

Answer:

Step-by-step explanation:

Draw a line EF=6 cm.

(ii) With F as centre , draw an angle of 45

using the protractor

(iii) With E as centre and 6 cm as radius , cut an arc on ray FX and name its as D

(iv)Join DE. △DEF is thus obtained

(v)Draw the perpendicular bisectors of the lines DF and EF Let these perpendicular bisector meet at point O

(vi)With O as centre and OE as radius , construct a circle touching all the vertices of the △DEF

This circle is thus required circumcircle

solution

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