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sum/product of roots is how i did it takes a while tho

oh crap... misconception by me.. thx a lot ! :)

ok heres a small question... sorry if it sound stupid =\ say u have two parallel conductors, current flowing in the same way and the magnetic field going into the page [look at attachment] if u use the right hand palm rule the two forces dont appear to attract ? in the textbooks they...

hint for 3bi plz >.< i get -(a+b) = a²b² = 1 now wot >.<

ohh thx again :)

mkay i have a set of notes and it says can some1 explain wot it means by absolute and relative? thx :)

so if i have an element followed by a dash and a number does it imply the atomic number or weight?! eg : Cobalt-60

ok maybe i shud have rephrased ELEMENT # 107 - Bohrium and ELEMENT # 108 - Hassium

wow thx a lot!!!

Here is wot i have jotted down for the "recent discoveries of elements" dotpoint : Recent discoveries of elements During and after World War II an American team, led by Glenn Seaborg created 10 new elements in an accelerator including neptunium, the first element heavier than uranium, and...

thx to both of u :)

some1 explain to me why the anode is called the negative electrode as the anode is the area of oxidation [loss of electrons] and since electrons are negatively charged why do we call the anode the negative electrode?

alkanol : C[n] H [2n+1] + OH or C[n] H[2n+2] + O

thx!!! mm accidentalyl deleted teh question it was "if odd polynomials (not DEGREE) and even polynomials have a root, "a" another root mst be -a" (unless its a = 0)

When a polynomial P(x) is divided by x-@, the remainder is a² and when divided by x-b, the remainder is b². Show that when P(x) is divided by (x-@)(x-b), the remainder is (@+b)x-@b

test points between the roots then u kno where it is positive or negative then look at the type of root : linear root - > passes x axis double - > touches x axis and comes back up / down again triple - > horizontal point of inflexion

yup then make like p(x)/a(x) = q(x) + r(x)/a(x) then q(x) will be yer non vertical asymptote (usin limits) this is when the degree of num > degree of denom

mayb if u keep asking u mite get them by the beginning of next year

(x+2)(1-x) < (1-x)^2 (1-x)[x+2 - 1 + x ) < 0 (1-x)(2x+1) < 0 x > 1, x < -0.5, x <> 1 square ur denominator... look how easy it is... 4 lines

yea it does seem too easy.. lol dumb q... just as dumb as those conjugate theorem proving crap unless theres some other way to do it...