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In the following figure, the side BC of âˆ† ABC is extended up to the point D. If\(\angle{A} = 55Â°^{\circ} \ and \ \angle{B}= 60^{\circ}\), then the measure of \( \angle{ACD}\)
In the following figure, the measure of \(\angle{A}\) is
In the following figure, the measure of \(\angle{A}\) is
In the following figure, m  QR. Then, the measure of \(\angle{QPR}\) is
In the following figure, find \(\angle{x} \ and \ \angle{y}\), if\(\angle{x} – \angle{y} – 10^{\circ}\)
Solve to get
In the following figure, find \(\angle{B}\)
In the following figure, âˆ† ABC is an equilateral triangle. Find angle x
In the following figure, one angle of triangle ABC is \(40^{\circ}\). If the difference of the other two angles \(30^{\circ}\), find the larger of the other two angles.
In the following figure, find angle x
In the following figure, find x if BA  CE.
Find the value of the unknown interior angle x in the following figure:
Find the value of unknown x in the following figure:
Find the value of unknown x in the following figure:
Find angle x in the following figure:
Find angle x in the following figure:
Find angle x in the following figure:
Find angle x in the following figure:
Find angle x in the following figure:
Find angle x in the following figure:
In which case of the following lengths of sides of a triangle, is it possible to draw a triangle?
3 + 4 > 5 ; 4 + 5 > 3; 5 + 3 > 4
Which of the following cannot be the sides of a right triangle?
What is the longest side of triangle ABC right angled at A.
One of the angles of a triangle is 74 and other two angles are equal. Find the measure iof the equal angles.
One of the exterior angles of a triangle is 72 and its interior opposite angles are in the ratio of 4:5. The angles of the triangles are
XYZ is a triangle right angled at Y. IF XZ = 25 cm, YZ = 7 cm, XY is
If an exterior angle of a triangle is\(108^{\circ}\) and one of the interior opposite angle is \(38^{\circ}\). The other interior opposite angle is
(Exterior angle is equal to sum of interior opposite angles)