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Which of the following statements are true about the function y = x + 2? The function is a direct variation. The function does not go through the origin. The constant of variation is 2. Y is 4, when x is 2.
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1 is false, because a direct variation is of the form y = mx, with no vertical shift
2 is true because if you plug in: \[(0) = (0) + 2\] you get a false statement, so the origin isn't a point on the line.
wat about 3 and 4
2 and 4 is true
yes
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2 and 4 are the only true statements
the constant of variation is 1
or
actually there may not even be one
look, the answer is 2 and 4
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four is easily checked by substituting the values of the variables into the equation.
\[(4) = (2) + 2\]
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