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Hello bob;
i know how to locate the centroids of those individual figures...........
if u want i can give it myself but 'm having trouble locating the area of that shaded portion..........
yup bob ....
that's it .....
how can the centroid of that shaded area be located.......
Hello bob bundy.....
that's not very much of a boomerang .....
but the centroid of the area that looks like a boomerang is required.......
Hello;
'm actually trying it in a theoretical way............
here's the problem.........
consider a square with its side equal to 200 units
from both the ends of the base two quarter circle of radii 200 units are inscribed inside the square and a semi circle with a radius of 100 units is drawn joining the sides of the base.....
Hello guys;
i was wondering if anyone would help me find the centroid of a boomerang.......???
why has j=sqrt cotx been considered ..............
thank you guys that was a great help.......!!!!
thank u juantheron ; but isn't it supposed to be root 2 in the first part where u got the answer as
i+j=sin inverse of sinx-cosx
plz help
what is the integral of square root of tanx dx,..............??
Hello Ganesh;
Hello Ganesh;
Hello Ganesh;
thank u and what is cardan's method for solving cubic equations
hmmm great....
thats what (y-3)(y+4)=0
ya the roots are 3 & -4
so thats all about it........
so now equation 1 is y^2+y-12=0
ya so biquadratic equations have only even powers..
is that so???
ya thats what
i couldn't get that plus or minus properly
ya it can be reduced to (x+1)^2
Hello Bobbym;
as i'm a beginner no equations........:-(
any general forms???
no no that's okay bobbym;
is there any method to solve biquadrtic equations