What you’ll learn
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Angles, polygons, midpoint formula, distance formula
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Parallel lines, perpendicular lines, and transversal lines
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Proving triangles are congruent by side side side (SSS), side angle side (SAS), angle side angle (ASA), and angle angle side (AAS)
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Perpendicular bisectors, angle bisectors, medians, altitudes within a triangle
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Proving triangles are similar, geometric mean, ratios, and proportions
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Right triangles, pythagorean theorem, sine ratios, cosine ratios, tangent ratios, special right triangles (45-45-90 and 30-60-90)
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Properties of Quadrilaterals including kits, rhombuses, squares, parallelogram, rectangles, and trapezoids
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Properties of transformations including glides, translations, and reflections
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Properties of circles including arc measures, tangent lines, secant lines, chords, and inscribed angles
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Finding areas and perimeters of triangles, parallelograms, trapezoids, rhombuses, kites, circles, sectors in a circle, arc length, and regular polygons
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Finding surface area and volume of prisms, cylinders, pyramids, cones, and spheres
Can I download Geometry Made Simple! course?
You can download videos for offline viewing in the Android/iOS app. When course instructors enable the downloading feature for lectures of the course, then it can be downloaded for offline viewing on a desktop.Can I get a certificate after completing the course?
Yes, upon successful completion of the course, learners will get the course e-Certification from the course provider. The Geometry Made Simple! course certification is a proof that you completed and passed the course. You can download it, attach it to your resume, share it through social media.Are there any other coupons available for this course?
You can check out for more Udemy coupons @ www.coursecouponclub.com
Note: 100% OFF Udemy coupon codes are valid for maximum 3 days only. Look for "ENROLL NOW" button at the end of the post.
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Disclosure: This post may contain affiliate links and we may get small commission if you make a purchase. Read more about Affiliate disclosure here.