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Find the y-intercept for the parabola defined by this equation: y=4x^2-8x-5 Seperate the 2 values with a comma
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can you show me how to solve it
@tranquility subject change to Mathematics please
oh i thought i was on mathematics
y-intercept is where the x-value is 0. So plug in x = 0 and see what y-value you get.
Okay so, to solve for the y-int of a parabola, you need to replace \(x\) with \(0\) \(y=4x^2-8x-5\) \(y=4(0)^2-8(0)-5\) So what would you get?
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0-0-5
Which would give you?
(5,0)?
The y-int is (0,y), not (x,0), that's the x-int
(0,5)
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Close, 0-0-5 0-0 is just 0, but what would you get from 0-5?
5
Close, nothing minus 5 is -5, not 5
So what would your y-int coordinate be?
wait so its (0,-5)
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Correct ^^
thank you
No problem ^^
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