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| Name | Equation of a Circle | grade 10 | jensenmath.ca |
| Video Uploader | Video From JensenMath |
| Upload Date | This Video Uploaded At 07-02-2022 23:00:11 |
| Video Discription | In this lesson you will learn about the equation of a circle centred at the origin or any point (h,k). You will learn how to write the equation of a circle given the radius or a point on the circle. You will also learn how to determine if a point lies inside, outside, or on a circle. Finally, you will learn how to calculate the shortest distance from a point to a circle. This lesson corresponds to section 2.4 of the McGraw Hill Principles of Math 10 textbook. Go to jensenmath.ca for supporting materials. 0:00 - definitions and equations 3:11 - example 1, equation given radius 4:25 - example 2, given equation determine the radius 5:08 - example 3, equation given point 6:36 - example 4, inside outside or on circle 9:06 - example 5, equation of circle not centred at origin 10:15 - example 6, shortest distance from point to circle |
| Category | Education |
| Tags | jensen | jensenmath | mrjensenmath10 | math | mathematics | high school math | mcr3u | mhf4u | mpm1d | mpm2d | khan academy | jensenmath.ca | math tutorial | quadratics | equation | solve | mcv4u | calculus | functions | advanced functions | grade 9 | grade 10 | grade 11 | grade 12 | math help | exponents | sum | product | grouping | khan | academy | help | homework | derivative | dot product | intersection | cartesian | ontario | circle | circles | x^2+y^2=r^2 | x2+y2=r2 | radius | circumference | origin | centre | center | centered | 2.4 | mcgraw | hill | ryerson | canada |
