6 results
Trigonometry lesson interactive whiteboards for homeschool
Grade 10 Trigonometry in PowerPoint.
Similarity, ratios, sketches, basic reductions, special triangles, equations, 2-D problems, summaries, calculating the value of a trig function, calculating the size of an angle when given a trig ratio, samples, examples & exercises. Excellent for classroom teaching with a data projector & for use on mobiles.
Subjects:
Grades:
9th - 11th, Not Grade Specific
Also included in: G 10 Maths: Measurement and trigonometry in animated PowerPoint.
Grade 11 Maths: Trigonometry in PowerPoint
Identities, reduction formulae, special triangles & co-functions. Exercises. Excellent for classroom teaching with a data projector & for use on mobiles.
Subjects:
Grades:
10th - 12th, Not Grade Specific
Grade 11 Maths Functions in PowerPoint
Straight lines, parabolas, hyperbolas, exponential graphs, average gradient, trig graphs - recap, amplitude changes, period changes & horizontal changes. Exercises. Excellent for classroom teaching with a data projector & for use on mobiles.
Subjects:
Grades:
10th - 12th, Not Grade Specific
Grade 10 Maths: Euclidean geometry in PowerPoint.
Lines & angles, properties of triangles, congruent triangles, similar triangles, quadrilaterals, sum of angles in a triangle, Pythagoras, mid point theorem etc. Excellent for classroom teaching with a data projector & for use on mobiles.
Subjects:
Grades:
9th - 11th, Not Grade Specific
Also included in: G 10 Maths: Analytical and Euclidean geometry in animated PowerPoint.
Grade 12 Trigonometry in PowerPoint
Revision of special angles, compound angles, similarity, half & & triple angles, examples, 2D & 3D trigonometry. Excellent for classroom teaching with a data projector and for use on a mobile.
Subjects:
Grades:
12th, Not Grade Specific
Radian Measure of an Angle - Math - Interactive GeoGebra Applet
This interactive applet shows how the radian measure of an angle is defined.► Initially, a circle of radius r is shown. Drag the “Angle” slider to start creating a central angle along with the subtended arc. Questions to begin a discussion:◍ What are the points that show up on the circle and what are the successive arcs formed by these points? ◍ Are the arcs of equal length? ◍ What is their length? ◍ How many arcs are formed when the central angle is a full circle?► Make an angle that is more th
Subjects:
Grades:
9th - 12th
CCSS:
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