**SOLUTION How do I use the Two Point Formula to find the**

Get an answer for 'If the gradient of the line joining the points (-3,-7) & (4,b) is equal to 3/5, find b.' and find homework help for other Math questions at eNotes... 3(a) What is the gradient of the chord joining the points P=(ap^2, 2ap) and Q=(aq^2, 2aq) on the parabola y^2=4ax? find the equation of the line PQ, and deduce that the tangent at P has the equation py=x+ap^2 &n bsp; (b) Find the equations of the two tangents to the parabola

**2) calculate the gradient and y-intercept of the given**

The gradient of the line joining the points (9,a) & (2a,1) is 2/a, where "a" Is not equal to "0", calculate the possible values of "a".... Finding the mid-point of a line between two points The x-y coordinates of the midpoint M between two point A, B is found by taking the average of the x-coordinates(x 1 , x 2 ), then repeating for the y-coordinates(y 1 , y 2 )

**How do I find the segment created by joining any pair of**

The easiest way to show you how to do this is by working out an example. Example: Find the equation of the line joining (-2,8) and (-7,-5).... Find the solution of the following equations: Use the Euler method with the step size shown to advance four steps from the given initial condition with the given differentia

**How do I find the segment created by joining any pair of**

Find the slope of line joining the points i.e 1/3 As we know product of slopes of 2 perpendicular lines is -1 thus the slope of perpendicular bisector is -3 Now write the equation of perpendicular bisector in slope-point form i.e Y-5 = -3(X-0)... You use the derivative of the equation of a line to find its gradient, so if: y = x^2. dy/dx = 2x. So the gradient of this line is modelled by "2x".

## How To Find The Gradient Joining The Points

### POINTS DISTANCE BETWEEN MID-POINT GRADIENTcoordinate

- Gradient of the line joining the two points Experts Mind
- SOLUTION How do I use the Two Point Formula to find the
- Find the gradients of the lines joining the following
- 2) calculate the gradient and y-intercept of the given

## How To Find The Gradient Joining The Points

### To find any equation of a line, the slope of the line must be found. When two points (x1, x2), (y1, y2) are given and the equation contains these two points, the first step is to find the slope of the line.

- SOLUTION: 1) calculate the gradient of the line joining the following pairs of points : (3,1) (5,4) 2) calculate the gradient and y-intercept of the given straight lines.
- SOLUTION: Determine in each the gradient and equation of the line joining the two points Determine the co-ordinates for the X- intercept and Y - intercept for each of the lines (-3,4) and
- SOLUTION: Determine in each the gradient and equation of the line joining the two points Determine the co-ordinates for the X- intercept and Y - intercept for each of the lines (-3,4) and
- Given n 2D points. Consider all possible segments which are created by joining any pair of these points. How do I find the segment with the maximum slope …

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