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If a quadratic equation has 2 identical rational roots, how many times will its graph intersect the x-axis?
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It'll intersect only once, like this here the quadratic is \[x^2+2x+1=0\] the identical roots are x=-1 it's graph will be|dw:1342908165558:dw|
Thanks.
identical roots mean that its a perfect square having only ONEx-value repeated twice, so it'll intersect at only one point
So does it intersect twice at one point or intersect once?
It'd intersect only once. If I make a dot over a dot, then also I'll have only one dot
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