CrashOveride
Active Member
Hi everybody,
im using Patel's 2nd edition book for MAX2 and i came across something today when doing some work with polynomial questions. If anyone has this book, what im talking about is the worked examples on page 180.
It's got @, #, & are the roots of x^3 - 2x^2 + x + 3 = 0
evaluate @^4 + #^4 + &^4
In patel's working, he states " there is no known formula that relates (summation)@^4 with (summation)@ "
so ok he goes ahead multiplies throughout by x, makes x^4 the subject and substitutes...and bango...a legitimate way indeed.
However, in class today we quite quickly worked out (stumbled?) onto an actual formula for it. Found it strange that he said NO known formula existed ???
PS. You guys recommend getting more than the one 4u textbook? Im using patel's and its OK, but i heard Fitzpatrick's book was quite good also ?
im using Patel's 2nd edition book for MAX2 and i came across something today when doing some work with polynomial questions. If anyone has this book, what im talking about is the worked examples on page 180.
It's got @, #, & are the roots of x^3 - 2x^2 + x + 3 = 0
evaluate @^4 + #^4 + &^4
In patel's working, he states " there is no known formula that relates (summation)@^4 with (summation)@ "
so ok he goes ahead multiplies throughout by x, makes x^4 the subject and substitutes...and bango...a legitimate way indeed.
However, in class today we quite quickly worked out (stumbled?) onto an actual formula for it. Found it strange that he said NO known formula existed ???
PS. You guys recommend getting more than the one 4u textbook? Im using patel's and its OK, but i heard Fitzpatrick's book was quite good also ?