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6 - 2/5 * x = 3y + 8x Is nonlinear or linear

User CrazyElf
by
5.2k points

1 Answer

3 votes

Answer:


6 - (2)/(5)* x = 3y + 8x

is a linear equation

Explanation:

Given:


6 - (2)/(5)* x = 3y + 8x

For a equation to be linear it must be in the form of


ax + by = c

Where a, b and c are constants.

The given equation on simplifying we get


6 - (2)/(5)* x = 3y + 8x


(30 - 2x)/(5) = 3y + 8x\\(30 - 2x) = 5* (3y + 8x)\\30 -2x = 15y + 40x\\30 = 15y + 40x +2x\\42x +15y = 30

Which is in the form of
ax + by = c

where
a = 42\\b = 15\\c = 30

Which is linear.

User Loungerdork
by
6.2k points
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