EvilZone
Encyclopedia Galactica => Science => : gh0st June 23, 2012, 07:37:54 AM
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they ask me to graphic
h(x)=x^2-4x+4
so the roots are the same (x-2)^2
x=2 twice
so my answer would be http://www.dabbleboard.com/draw?b=Guest1181936&i=3&c=49394cdfefc1e647c798c069e8ad72029ce7bae7
is it correct? ;D
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It would be this: http://www.dabbleboard.com/draw?b=Guest1181936&i=3&c=49394cdfefc1e647c798c069e8ad72029ce7bae7 (http://www.dabbleboard.com/draw?b=Guest1181936&i=3&c=49394cdfefc1e647c798c069e8ad72029ce7bae7)
Sorry edited your thing x]
x-2 = 0 and x-2 = 0 therefore x=2
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hey and this one?
http://www.dabbleboard.com/draw?b=Guest1181936&i=3&c=49394cdfefc1e647c798c069e8ad72029ce7bae7
this time create a new board so i can compare it plz
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Here: http://www.dabbleboard.com/draw?b=Guest1181943&i=0&c=2d0ec73aa0e2e258a9ebaa489f0ca3729339e80e
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hey thanks +1 ;D
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hey dude but in
h(x)= x^2-4x+4
isnt the answer like this?:
http://www.dabbleboard.com/draw?b=Guest1181936&i=0&c=e3a384ec65dd8ae82173aaff291709153279e961
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hey dude but in
h(x)= x^2-4x+4
isnt the answer like this?:
http://www.dabbleboard.com/draw?b=Guest1181936&i=0&c=e3a384ec65dd8ae82173aaff291709153279e961 (http://www.dabbleboard.com/draw?b=Guest1181936&i=0&c=e3a384ec65dd8ae82173aaff291709153279e961)
yours was wrong...
I am really sorry, it was my first time using the site and I edited yours... :-[
anyways mine is mostly correct (ignoring the irregular shape, the general idea can be seen )
though I am not sure whether this topic is a troll or not
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(http://i0.kym-cdn.com/photos/images/original/000/096/044/trollface.jpg?1296494117)f:P nah just kidding no Im not trolling is it easy isnt? Im just a bit confused
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http://www.dabbleboard.com/draw?b=Guest1181936&i=0&c=e3a384ec65dd8ae82173aaff291709153279e961
then the graph is what I've drawn, by editing yours ( the general idea...)
looking at the equation.. the degree of equation is 2.. that is the equation is bound to have 2 roots.
now.. when x=2 the equation = 0; that means that 2 is a root... and the equation is (x-2)^2 that is there are two roots both x=2,2 and while they are two roots they are not distinct.
the shape of a quadratic is always a parabola..
the nature of roots can be found by finding sqrt(b^2 - 4ac) of a quadratic equation of form
ax^2 + bx +c = 0.
also the direction of the curve can be identified by the sign of coefficient of x^2..
since it is the highest power of x.. it is bound to decide the direction of the curve..