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Walchand College of Engineering (WCE), Sangli
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## y coordinate of extremities of latusractum of Parabola opening downwards Solution

STEP 0: Pre-Calculation Summary
Formula Used
y_coordinate_1 = -(Focal distance of Parabola)
Ycoordinate1 = -(Dfocal_Parabola)
This formula uses 1 Variables
Variables Used
Focal distance of Parabola - Focal distance of Parabola is the distance from vertex of parabola to the focus. (Measured in Meter)
STEP 1: Convert Input(s) to Base Unit
Focal distance of Parabola: 5 Meter --> 5 Meter No Conversion Required
STEP 2: Evaluate Formula
Substituting Input Values in Formula
Ycoordinate1 = -(Dfocal_Parabola) --> -(5)
Evaluating ... ...
Ycoordinate1 = -5
STEP 3: Convert Result to Output's Unit
-5 --> No Conversion Required
-5 <-- Y coordinate 1
(Calculation completed in 00.019 seconds)

## < 10+ Coordinates of Parabola Calculators

x coordinate of focus of Parabola with its vertex opening horizontally
x_coordinate_of_focus_of_parabola = X coordinate of vertex of Parabola+ (1/4*Focal distance of Parabola) Go
x coordinate of point of tangency of Parabola
x_coordinate_1 = (Focal distance of Parabola/Slope of Line^2) Go
x coordinate of focus of Parabola with its vertex at opening vertically
x_coordinate_of_focus_of_parabola = X coordinate of vertex of Parabola Go
y coordinate of extremities of latusractum of Parabola opening to right
y_coordinate_1 = (2*Focal distance of Parabola) Go
y coordinate of extremities of latusractum of Parabola opening downwards
y_coordinate_1 = -(Focal distance of Parabola) Go
x coordinate of extremities of latusractum of Parabola opening to left
x_coordinate_1 = -(Focal distance of Parabola) Go
x coordinate of extremities of latusractum of Parabola opening downwards
x_coordinate_1 = 2*Focal distance of Parabola Go
x coordinate of extremities of latusractum of Parabola opening upwards
x_coordinate_1 = 2*Focal distance of Parabola Go
x coordinate of extremities of latusractum of Parabola opening to right
x_coordinate_1 = Focal distance of Parabola Go
y coordinate of extremities of latusractum of Parabola opening upwards
y_coordinate_1 = Focal distance of Parabola Go

### y coordinate of extremities of latusractum of Parabola opening downwards Formula

y_coordinate_1 = -(Focal distance of Parabola)
Ycoordinate1 = -(Dfocal_Parabola)

## What is latusractum?

Section of a right circular cone by a plane parallel to a generator of the cone is a parabola. It is a locus of a point, which moves so that distance from a fixed point (focus) is equal to the distance from a fixed line .The latus rectum of a parabola is the chord that passes through the focus and is perpendicular to the axis of the parabola.

## How to Calculate y coordinate of extremities of latusractum of Parabola opening downwards?

y coordinate of extremities of latusractum of Parabola opening downwards calculator uses y_coordinate_1 = -(Focal distance of Parabola) to calculate the Y coordinate 1, The y coordinate of extremities of latusractum of Parabola opening downwards is defined as the end point of latusractum corresponding to the y axis. Y coordinate 1 and is denoted by Ycoordinate1 symbol.

How to calculate y coordinate of extremities of latusractum of Parabola opening downwards using this online calculator? To use this online calculator for y coordinate of extremities of latusractum of Parabola opening downwards, enter Focal distance of Parabola (Dfocal_Parabola) and hit the calculate button. Here is how the y coordinate of extremities of latusractum of Parabola opening downwards calculation can be explained with given input values -> -5 = -(5).

### FAQ

What is y coordinate of extremities of latusractum of Parabola opening downwards?
The y coordinate of extremities of latusractum of Parabola opening downwards is defined as the end point of latusractum corresponding to the y axis and is represented as Ycoordinate1 = -(Dfocal_Parabola) or y_coordinate_1 = -(Focal distance of Parabola). Focal distance of Parabola is the distance from vertex of parabola to the focus.
How to calculate y coordinate of extremities of latusractum of Parabola opening downwards?
The y coordinate of extremities of latusractum of Parabola opening downwards is defined as the end point of latusractum corresponding to the y axis is calculated using y_coordinate_1 = -(Focal distance of Parabola). To calculate y coordinate of extremities of latusractum of Parabola opening downwards, you need Focal distance of Parabola (Dfocal_Parabola). With our tool, you need to enter the respective value for Focal distance of Parabola and hit the calculate button. You can also select the units (if any) for Input(s) and the Output as well.
How many ways are there to calculate Y coordinate 1?
In this formula, Y coordinate 1 uses Focal distance of Parabola. We can use 10 other way(s) to calculate the same, which is/are as follows -
• x_coordinate_1 = 2*Focal distance of Parabola
• x_coordinate_1 = 2*Focal distance of Parabola
• x_coordinate_1 = Focal distance of Parabola
• x_coordinate_1 = -(Focal distance of Parabola)
• x_coordinate_of_focus_of_parabola = X coordinate of vertex of Parabola+ (1/4*Focal distance of Parabola)
• x_coordinate_of_focus_of_parabola = X coordinate of vertex of Parabola
• x_coordinate_1 = (Focal distance of Parabola/Slope of Line^2)
• y_coordinate_1 = -(Focal distance of Parabola)
• y_coordinate_1 = Focal distance of Parabola
• y_coordinate_1 = (2*Focal distance of Parabola)
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