The approximated root of second iteration of Newton-Raphson method applied to x3+4x2−10=0
with the initial guess x0=2.0
is,
the line 3x+4y=15 intersects the curve 2xy=9 at P and Q . show that the length of PQ is 5/4 units
[ \frac{1}{\sqrt{2^n}} \sum_{x=0}^{2^n-1} |x\rangle ]
3x $a_{b}$ 4 -x+3 $a_{b}$ 2 = 4
could u give me some exercises
with rational numbers
x3−3x2−x+4=0
does not have a root in the interval,
if matrix m is 1 1 2 2 and i is matrix of same oreder as m then prove m^2 = 2m + 3i
A pack of 52 playing card one card is lost. from the remaining card,a card is drawn at random. find the probablity that the drawn ...
4+x/3=16
0.1568627451 to three decimal places
