OML Search

Try out the following Geometry Questions to help you prepare for the SAT, ACT or other similar examinations.

(Note: You may need to enable JavaScript on your browser for the hints and solutions to show properly.)

Related Topics: More Geometry LessonsWhat is the area of the following square, if the length of BD is ?

(A) |
1 |

Show/Hide Hint

Show/Hide Solution

In the figure below, what is the value of *y* ?

(A) |
40 |

Show/Hide Hint

Show/Hide Solution

Two circles both of radii 6 have exactly one point in common. If *A* is a point on one circle and *B* is a point on the other circle, what is the maximum possible length for the line segment *AB*?

(A) |
12 |

Show/Hide Hint

Show/Hide Solution

A right circular cylinder has a radius of 3 and a height of 5. Which of the following dimensions of a rectangular solid will have a volume closest to the cylinder.

(A) |
4, 5, 5 |

Show/Hide Hint

Show/Hide Solution

Note: Figures not drawn to scale

In the figures above, *x* = 60. How much more is the perimeter of triangle *ABC* compared with the triangle *DEF*.

(A) |
0 |

Show/Hide Hint

Show/Hide Solution

SAT Geometry Problem

This is an SAT style Geometry problem that requires good thinking to solve it. It goes beyond knowing the mathematical formulae.

In the figure below, arc SBT is one quarter of a circle with center R and radius 7. The length plus the width of the rectangle ABCR is 9.5. Find the perimeter of the shaded region.

GMAT Math Problem 03 (Geometry- Angles)

Geometry challenge problem from past GMAT exam.

SAT Math Practice Question - Shaded Area Geometry.

What is f(2) for the graph of f(x) below?

SAT Math Practice Question - Geometry with Equilateral Triangle

In the figure WXYT is a square and triangle TYZ is equilateral. If WXYT has area 1, what is the area of triangle TYZ?

Hint: The angles in an equilateral triangle are 60°.

In the following diagram, AD is parallel to BC, AC = 13, BC = 5, BD = 15. What is the length of AD?

SAT Math Practice Question- Coordinate Geometry and Recognizing Triangles

In the figure line OB is rotated counterclockwise, keeping point O fixed. What will be the coordinates of point B when it meets the y-axis?

How to solve a hard geometry problem by knowing there are 180 degrees in a triangle and 180 degrees in a straight line.

Sign up for Free Worked Math Solutions for the SAT Practice Test.