Shapes and Angles

Identify the type of angle formed by the hands of the clock shown in the diagram, which represents exactly $3$ o'clock.

Look at the angle shown in the figure. It is less than a right angle. What type of angle is it?

Identify the angle shown in the open scissors below.

Which of the following describes an acute angle?

Look at the roof of the house. What type of angle is formed at the peak?

How many right angles does the letter 'E' contain in the diagram?

If you turn clockwise from North to East, what angle have you turned through?

A compass needle moves from North to North-East. What is the measure of the angle it has turned through and what is its type?

Identify the type of angle marked as $a$ in the polygon representing a stop sign (Regular Octagon).

A slide in a park makes an angle with the ladder. If the angle between the ground and the slide is $30^\circ$ and the angle between the ground and the ladder is $90^\circ$, find the angle $z$ between the ladder and the slide at the top.

How many degrees are in a full circle?

Which letter contains a right angle?

If you are facing North and turn $90^{\circ}$ clockwise, which direction will you face?

What is the angle shown in the figure below?

If you open a pair of scissors to form a right angle, how many degrees is the opening?

In a square, the angle between any two adjacent sides is ________.

What is the angle of the sector if it covers $\frac{1}{3}$ of a circle?

Seema is standing facing North. She turns clockwise until she is facing South-East. Through what angle has she turned?

A ladder is leaning against a wall. The angle between the ladder and the ground is $65^{\circ}$. What is the angle between the ladder and the wall? (Hint: The wall and ground form a $90^{\circ}$ angle)

The minute hand of a clock is at 12. If it moves to the position of 4, what angle has it turned through on the degree clock?

The letter 'L' typically represents which type of angle?

Identify the shape that has 3 sides and 3 angles.

Which of the following figures has all equal sides and four right angles?

What is the sum of angles on a straight line, as shown in the diagram?

If you turn $360^{\circ}$ from a starting point, what type of angle have you completed?

How many degrees is each angle in a regular hexagon?

In the diagram, if Angle A is $60^{\circ}$ and Angle B is its supplementary angle (on a straight line), what is the measure of Angle B?

A slide in a playground has a ladder that makes a $75^{\circ}$ angle with the ground. The slide itself makes a $40^{\circ}$ angle with the ground. If the ladder and the slide meet at the top, what is the angle formed between the ladder and the slide at the top?

In a right-angled triangle, if one of the other angles is $40^{\circ}$, what is the measure of the third angle and how would you classify it?

If you open a pair of scissors so that the blades form an angle that is exactly one-third of a straight angle, what is the measure of the angle?

How many right angles are in a standard rectangle?

Which of these objects has a corner that is 'more than a right angle'?

Sukhman made this picture with many angles. What is the angle marked by the fan blades?

In the word 'TEN', how many right angles are there in the letter 'E'?

Which angle is formed by the blades of the open scissors shown in the diagram?

The see-saw in the park makes an angle with the ground. If one side is very high, the angle with the ground on that side is:

In the name 'ZAINAB', which letter contains an angle less than a right angle?

An architect is using an angle tester to check a star-shaped window. If one of the points of the star has an internal angle of $36^\circ$, how many such angles would it take to equal two right angles?

The roof of a dollhouse is being built with two slanted boards. If the angle at the peak (where the boards meet) is measured by an angle tester to be $120^\circ$, and the two angles at the base are equal, what is the measure of one base angle?

A scissor is opened such that its blades form an angle. If the angle tester matches the opening and is then placed on a square corner, it is found to be exactly $20^\circ$ less than the square corner. What is the angle of the scissor opening?