Deepak is measuring sides and angles of triangle FGH to determine whether it is congruent to triangle MNP shown below. Triangle M N P. Side P N is 26.7 centimeters, side M N is 18.3 centimeters, and side P M is 14.2 centimeters. Angle P is 40 degrees, angle N is 30 degrees, and angle M is 110 degrees.

Deepak found that Angle G has a measure of 50° and Segment F H is 18.3 centimeters long. Does he need to continue measuring sides and angles of triangle FGH and why?

He needs to continue measuring sides and angles of ΔFGH because for making congruent we need three things but here it is given only two so to find the third thing he should measure Δ FGH.

i think He needs to continue measuring sides and angles of ΔFGH because for making congruent we need three things but here it is given only two so to find the third thing he should measure Δ FGH!!

Step-by-step explanation:

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times both sides by 2, times () by 8, add alile terms, move terms, add alike and caculate divide both sides by 3