Given a point (2,8). Write a LE which has above point as it's solution how many such more equations can be formed
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Step-by-step explanation:
y = 4x is such an equation. other equations are y = 3x + 2, y = 2x +4 and so on. As a matter of fact there are infinitely many lines that passes through the point (2 , 8).
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Given a point (2,8). Write a LE which has above point as it's solution how many such more equations can be formed?
Good question,
Here is your perfect answer!
Here x=2, y= 8.
=) y = 4x
=) 4x-y = 0
It has different solutions,
Like (1/4,1) etc.
Point (2,4) has also infinite linear equations like 8x-2y = 0.
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