Three worksheets on the following topics: Triangle Angle Sum Theorem Exterior Angles of a Triangle Parallel Lines and Transversals The first worksheet has exercises that aim to to strengthen your students’ skill at finding an unknown angle measure in a triangle, using the triangle angle sum theorem. Using the fact that the sum of the three interior angles of any triangle is 180 degrees, students set up equations and solve for the missing angles. There are 16 problems that vary in level of difficulty. In the first questions students are given a triangle and two of the angle measures, and have to find the missing third angle measure. In the next problems students are given some special types of triangles (right-angled, equilateral and isosceles) and all the required information to set up an equation and solve to find a missing angle. In the last problems, they are given composite shapes consisting of two or more triangles and in order to find the required missing angle they first have to find some other angles. The second worksheet is on the exterior angles of a triangle. The exercises require to use the fact that an exterior angle of a triangle is equal to the sum of the two interior opposite angles. The third worksheet is on angle relationships of angles formed when two lines are cut by a transversal. The following relationships are included: corresponding angles, alternate interior angles, consecutive interior angles, vertical angles and supplementary angles. Introductory and more advanced problems are included. Students practice finding the value of missing angle measures using the angle relationships seen in parallel lines cut by a transversal to form equations and then solve. Detailed solutions are provided.

Three worksheets on angle relationships of angles formed when two lines are cut by a transversal. The following relationships are included: Corresponding Angles Alternate Interior Angles Consecutive Interior Angles Vertical Angles Supplementary Angles Angles in triangle Introductory and more advanced problems are included. Students practice finding the value of missing angle measures using the angle relationships seen in parallel lines cut by a transversal to form equations and then solve. Detailed solutions for all problems are included.

Three no prep worksheets on the following topics: Angle relationships (complementary angles, supplementary angles and vertical angles) Triangle Angle Sum Theorem Parallel Lines and Transversals (corresponding angles, alternate interior angles, consecutive interior angles, vertical angles, supplementary angles, angles in triangle) The exercises require to: identify complementary, supplementary and vertical angles and write and solve equations to find missing complementary, supplementary and vertical angles, as well as angles on a line and angles in a circle find missing angles by using the triangle angle sum theorem and the properties of special types of triangles (isosceles and equilateral) find the value of missing angle measures using the angle relationships seen in parallel lines cut by a transversal to form equations and then solve The worksheets include harder exercises on these topics. Detailed solutions are provided.

Three no prep worksheets on angle relationships of angles formed when two lines are cut by a transversal. The following relationships are included: Corresponding Angles Alternate Interior Angles Alternate Exterior Angles Consecutive Interior Angles Vertical Angles Supplementary Angles In the first worksheet, two activities are included. In the first activity, a diagram is given and the students are required to name pairs of each of the above types. In the second activity, a diagram is given and the students are required to state the relationship between given pairs of angles. In the second worksheet, twelve activities are included. Students practice finding the value of missing angle measures using the angle relationships seen in parallel lines cut by a transversal. In the third worksheet twelve activities are included. Students practice finding the value of missing angle measures using the angle relationships seen in parallel lines cut by a transversal to form equations and then solve. Detailed solutions are included.

Three worksheets on the following: finding the gradient of a line given the coordinates of two points determining the equation of a straight line given its gradient and a point on it determining whether two lines are parallel, intersecting or coinciding and examining if they are perpendicular The exercises require to find the gradient of a line given the coordinates of two points on it using the relevant formula, determine the equation of a line given its gradient and a point on it, find the relative position of two lines given their equations (by considering their gradients), examine whether two lines are perpendicular given their equations (by considering their gradients), find the equation of a line parallel or perpendicular to another line, find a missing parameter in an equation of a line given that it is parallel or perpendicular to a given line and passing through a given point and find the relative positions or equation of three lines given their graph. Very detailed solutions included.

A collection of three worksheets on solving one-step, two-step and harder linear equations. Detailed solutions are included.

4 worksheets on converting recurring decimals (with repeating digits only and with repeating and non repeating digits as well) to fractions. Detailed solutions are included.