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Does this equation describe a linear function? y=(x-11)(x-7)
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no
What degree is a linear function? That is, what is the highest power of x for a linear function?
when we expand it out; we get an x^2 ... which makes it quadratic
y =ax^2 +bx+c which is a quadratic
To be a linear function any variables like x or y need to have only powers of 1, and no others. So if \[x^2, y^3, xy\] are in the function then it is not linear
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as a general rule of thumb, that is correct
(n^2)x + n^3 is considered to be linear
That is because n^2 is a number as is n^3, so you have a number of x's + another number.
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