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I was wondering how to find x and y intercepts. i know that u have to set the variable to 0 or someting. can someone help me wth this question please.

f (x) = -3x² + 3

HELP!

2007-03-13 14:22:19 · 5 answers · asked by Anonymous in Education & Reference Homework Help

5 answers

Definition of intercept: POINT where a line is on y or x-axis. Y-intercept is on y-axis and x-intercept is on x-axis. The points are ALWAYS (0,_)<--y-intercept or (_,0)<--x-intercept. Remember, the order of the numbers in ordered pairs is (x,y). So if you want to find x-intercept replace f(x) with 9 since f(x)=y.
x-intercept:
0=-3x²+3
-3 -3
-3=-3x²
1=x²
x=1,-1
x-intercept= (1,0) or (-1,0)

y-intercept:
y=-3(0)²+3
y=0+3=3
y-intercept= (0,3)

2007-03-13 14:53:08 · answer #1 · answered by jake s 4 · 0 0

Remember that the Y-intercept is the value of Y (f(x)) when X=0 (plug 0 in for X and figure out what f(x) is)

Do the same for the X-intercept, but plug 0 in for f(x) and solve

You can also use a graphing calculator too.

2007-03-13 21:28:06 · answer #2 · answered by the Politics of Pikachu 7 · 0 0

Well, in order to find the x intercept y needs to be zero, and vice versa. For your specific problem, [because y=f(x)] to find the x-intercept you would substitute 0 for f(x), making the problem: 0 = 3x² + 3.

To find the y intercept, put a 0 in for the x and solve.

I hope this helps!

2007-03-13 21:31:58 · answer #3 · answered by lovewell 1 · 0 0

ok y intercept is easy. its the b in the mx+b. so in this case its 3

x intercept a little trickier.

one way is -b/m. taking the opposite of b and dividing by m
-3/-3=1.

im not sure the other way where you set it to zero, ill try to figure it out.

edit-
is that x squared? the -b/m might not work, so check by putting the equation in the graphing calculator, go to the tables and look for where y=0, or just estimate based on the graph.

2007-03-13 21:25:53 · answer #4 · answered by Anonymous · 0 0

that stuff is hard, tha'ts why im failing math

2007-03-13 21:30:13 · answer #5 · answered by Redsox324 3 · 0 0

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