Home / Unit-10 Practical Geometry / Question
MCQ
The sum of 30° and 60° is:
Unit-10 Practical Geometry
A 75°
B 90°
C 120°
D 150°
Explanation

30° + 60° = 90°.

Related MCQs

A circle that touches all three sides of a triangle is called its:
Unit-10 Practical Geometry View
In the ASA construction, the given side must be:
Unit-10 Practical Geometry View
Besides dividing a segment into two equal halves, the perpendicular-bisector construction is also used to:
Unit-10 Practical Geometry View
In the SAS construction, after the included angle is marked at one end of the base, the third vertex is located by cutting an arc of the second given side from the:
Unit-10 Practical Geometry View
How many perpendiculars can be drawn to a given line from a point outside it?
Unit-10 Practical Geometry View
The circumcenter of a right-angled triangle lies at the:
Unit-10 Practical Geometry View