Question

Measure of one angle of a rhombus is 50°, find the measures of remaining three angles.

Answer 1

opposite angles of a rhombus are equal.

sum of 4 angles are 360°.

360 - (2×50) = 260°

260/2= 130°

three angles are 50°, 130°, 130°

Answer 2

Answer:

Remaining three angles are

130° , 50° , 130°

Step-by-step explanation:

Measure of one angle of a rhombus is 50°, find the measures of remaining three angles.

rhombus has a property that opposite angles are equal and consecutive angles are supplementary

If one angle is given as 50° then opposite angle would also be 50°

consecutive angles are supplementary

=> Sum of consecutive angles = 180°

=> 50° + Angle = 180°

=> Angle = 130°

Angle opposite to 130° will also be 130°

Remaining three angles are

130° , 50° , 130°