linear equation has unknowns is power of 1
example x, y , a ,b
quadratic equations has unknown to the power of two
example x^2, y^2,
Of course you got to simplify the given equation first to find out.
Example: x(1+x)= 2 seems to be linear because all x are to the power of 1, but if you get rid of the parenthesis you get x+x^2=2
so this equation is quadratic.
2007-11-06 10:17:05
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answer #1
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answered by slunickosd 4
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Linear equations will not have any exponent on the x-term.
In reply to Muck12's comment, linear equations can also be written in standard form, which is ax+by+c=0, where a is the slope, and c is the y intercept. The easiest way to tell is looking at the exponent on the x term.
2007-11-06 10:15:24
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answer #2
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answered by arielle_tna 2
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Look at the slope, if it's a constant then it's linear.
2007-11-06 10:18:32
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answer #3
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answered by Leslie L 2
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if its in the form
ax+b
(a being the slope of the line)
and
(b being the y-intercept)
2007-11-06 10:15:22
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answer #4
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answered by Anonymous
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It doesn't bend? ;)
2007-11-06 10:38:14
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answer #5
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answered by skaizun 6
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