Four page worksheet, where students draw two frequency polygons on one and compare the similarities and difference. Q1 and Q2 have the graph drawn for support. Q3 - Q6 the graph needs to be drawn.

16 questions on writing a ratio as 1:n and n:1. Example question, three levels of difficulty and an extension involving fractions on both sides. Answers provided.

14 Sine/Cosine graphs and their matching equations. Transformations include, y=-Sin x, y=Cos x - 2 and y = 2Cos x+1 Including an extension task. The word document is in answer form, so it may be worth cutting them prior.

8 questions on finding the area of shapes with sections removed. Includes rectangles, squares and triangles. Solutions are page 2 of the worksheet.

A worksheet on simplifying ratio, including different units, and sharing an amount into a ratio. For middle ability and below. Visual prompts for support. Answers provided.

Using multiplication facts to answer questions, for example 15 x 24 = 360, what is 150 x 24? Also includes some division questions and extension question on division of a fraction. Answers provided. Please rate!

A two page worksheet on drawing a locus around a point and around a line. Extension question involving scale. Suitable for lower ability.

A card sort on naming the parts of a circle. Students often forget names, use this activity as a starter for area/circumference of circle or even leading into finding the area of a segment.

It includes the name, picture, faces, edges and vertices, net and a real life example. The resource is in answer format.

60 minute lesson on multiplying and dividing fractions. Including anagram starter, multiplying fractions TARSIA puzzle (free download online) and division of fractions. Also goes into the understanding of why dividing is multiplying by the reciprocal. Please leave feedback :)

This worksheet contains four levels of difficulty. Bronze - simple rotation about a point Silver - rotation about a coordinate Gold - describing rotations Platinum - a problem solving question involving a sometimes true, always true or never true statement. This level of differentiation really shows off personalised learning in their books.

A worksheet on adding and subtracting fractions. Starts with equivalent fractions, then changing one denominator and then changing both denominators. Extension worded question involving mixed numbers. Answers are provided.

Interview lesson on rules of indices, fractional and negative indices (through discovery). The worksheet is differentiated into four different levels, with 8 sections of challenge. Answers are provided.

A differentiated A3 sheet on finding the area of a rectangle. The resource includes a literacy section, warm up, bronze, silver, gold and platinum levels of difficulty. Students will feel both supported and suitably challenged with this resource.

6 questions, increasing in difficulty for best buy questions. Involves changing units. Answers are included. Includes word documents and PDF format.

30 questions, testing students knowledge on angles on a straight line, angles around a point, angles in parallel lines and interior/exterior angles. Suitable for a higher ability group.

Excellent for KS3 or low attaining students, based on functional skills of planning a party. Students have to stay within a budget whilst meeting the criteria. Great for group working and presentation skills too.

An A4 sheet with Red, Amber, Green, Extension and Exam question practise. Tests skills from the beginning to change to units, and working backwards.

Three levels of integer multiplication followed by worded questions. Then three levels of decimal multiplication followed by worded questions. Answers are provided. Please leave feedback so that improvement can be made.

6 equations for quadratic graphs. Each question involves the following: generating coordinates plotting the graph finding the coordinates of the turning point, finding the coordinates of the y intercept finding the equation of the line of symmetry finding the solution to f(x) = 0 It is scaffolded at the beginning, the final graph is a negative quadratic.