The quiz concerns MCQs on Practical Geometry Circles from Chapter 13 of 10th Class Mathematics. There are 27 multiple-choice questions on Practical Geometry Circles. Select the most appropriate option from the given. Let us start with the Quiz on Practical Geometry Circles.
Practical Geometry-Circle 10th Class Mathematics
Practical Geometry Circles Quiz
- The circumference of a circle is called
- A line intersecting a circle is called
- The portion of a circle between two radii and an arc is called
- Angle inscribed in a semi-circle is
- The length of the diameter of a circle is how many times the radius of the circle.
- The tangent and radius of a circle at the point of contact are
- Circles having three points in common are called
- If two circles touch each other, their center and point of contact are:
- The measure of the external angle of a regular hexagon is
- If the in-center and circum-centre of a triangle coincide, the triangle is
- The measure of the external angle of a regular octagon is
- Tangents drawn at the endpoints of the diameter of a circle are
- The lengths of two transverse tangents to a pair of circles are
- How many tangents can be drawn from a point outside the circle?
- If the distance between the center of two circles is equal to the sum of their radii, then the circles will
- If the two circles touches externally, then the distance between their center is equal to the
- How many common tangents can be drawn for two touching circles?
- How many common tangents can be drawn for two disjoint circles?
- How many common tangents can be drawn for two intersecting circles?
- The word geometry is derived from two ————— words Geo and Matron.
- Euclid was a —————- mathematician.
- The circle passing through vertices of a triangle is called
- The circle which touches the three sides of a triangle is called
- The circle touching one side of the triangle externally and two produced sides internally is called
- Tangent is a line touching a circle at
- Two circles of different radii can touch each other at
- Two circles of same radii can touch each other at:
