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Where Tangents Meet by NOT A BOOK
Where Tangents Meet by NOT A BOOK








Tangent meeting space with chairs, desk and monitor. We can use the methods above to calculate the gradient and (a,b) is the centre of the circle. Featuring smart technology, and available by the hour our Tangent workspaces are perfect for small.

Where Tangents Meet by NOT A BOOK

The equation for a tangent to a circle is y-b=m(x-a). Then to calculate the y-intercept we can substitute the tangent point in the equation y=mx+c with your recently calculated gradient m. The gradient is the difference in the y co-ordinates/ difference in the x co-ordinates.

Where Tangents Meet by NOT A BOOK

We can either differentiate the curve (very basically you time the coefficient of each term with the power of x and take one off the power) and the substitute the tangent point into the equation or you can draw a tangent line from the point and calculate the gradient using 2 points on the line. To get a tangent line in the standard form of y=mx+c (where m is the gradient and c is the y-intercept) we first need to find the gradient. Most of the curves you will see through GCSE and A-Level are polynomials.

Where Tangents Meet by NOT A BOOK

Let's answer each one of these parts in turn:įirstly how to find the tangent of a curve.










Where Tangents Meet by NOT A BOOK