Which statement is true? A line parallel to the x-axis has neither slope nor y-intercept defined. A line parallel to the y-axis has neither slope nor y-intercept defined. A line parallel to the x-axis has slope defined, but not y- intercept. A line parallel to the y-axis has slope defined, but not y- intercept.

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Which statement is true? A line parallel to the x-axis has neither slope nor y-intercept defined. A line parallel to the y-axis has neither slope nor y-intercept defined. A line parallel to the x-axis has slope defined, but not y- intercept. A line parallel to the y-axis has slope defined, but not y- intercept.

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a simple to look at this problem is a simple sketch |dw:1436990729192:dw| which line has a zero slope and which has an undefined slope..? which line has a y- intercept, which has an x-intercept?
1st one is a zero slope and the 2nd one is an undefined slope
great which has a y- intercept and which doesn't have a y- intercept?

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1st one has a y intercept and the 2nd one has a x intercept
great so the 2nd one doesn't have a y- intercept... so which choice is true..?
so you should be looking at a line parallel to the y-axis
it's hard for me to understand the wording but is it A
and you told me the slope is undefined.... and it doesn't have a y- intercept
parallel to the x-axis is the 1st graph
right
so you need to look at parallel to the y-axis where the slope and y- intercept aren't defined... so I'd say B is true
ok
thank u

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