Enter the constant of variation and x point along a line into the direct variation calculator. The calculator will display the direct variation in y.
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Direction Variation Formula
The following formula is used for calculating a direction variation.
C = X/Y
Y= CX
- Where C is the constant of direction variation
- X and Y are coordinate points.
In this case the form y= cx is also the point slope form of a line. Just as with the line form, i direct variation may have a constant b, associated with it.
Direct Variation Definition
A direct variation is defined as the relationship between two dependent variables. That is each variable depends on the other.
How to calculate direct variation?
How to calculate direct variation?
- First, determine the constant of direct variation.
This is C is the formula above.
- Next, determine one of the coordinate points of x or y.
Determine the value of one variable.
- Finally, calculate the missing variable.
Using the formula above, calculate the missing variable using direct variation.
FAQ
A direction variation is a relationship between two variables. Typically this is described in the form of a line equation like y=cx, where c is the direct variation constant.
Direction variation can be used in any situation that involves one or more variables. For example, if you have two variables A and B that are directly related, then you can figure out their values at any point in time. Let’s say for every point A increase B increase 2 points. This means that if A=4 then B =8.
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