You are not logged in.
Would you like to explain it to me, Thanks
{A} Total no. of positive integer ordered pairs of
which satisfy{B} Total no. of positive integer ordered pairs of
which satisfySorry Bobbym , actually it is A and B
In a Diagram shown in figure, Not that the Grid path from F to G is missing.
So path from A to B can not pass from F and G.
How many path are there from A to B
assume all path only have steps going up or to the right.
The Total Sum of
Digit no. which can be formed with the DigitsTotal no. of divisors of
which is in the form of . whereSolution of following System of equations is
(1)
(2)
(3)
How can I calculate Total no. of real roots in
(1)
(2)
(3)
Yes Bobbym as usual you are always Right.
Would You like to explain it to me how can i tackle these type of Questions
Thanks
The no. of positive divisers of
which are is in the form of whereYes Bobbym answer Given is
would you like to explain it to me. Thanks
Prove that
My Solution:
So
So
My Question is How Can I calculate for Upper Bond.
Can anyone Like to explain me.
Thanks
The no. of divisers of
which are is in the form of where n is a Natural no.
Yes Bobbym
I mean would you like to give me an article or document about that
Thanks
No. of permutation of n- different things taken
at a time when perticular things is to be always included in each arrangement isanswer Given is
My solution:: Here
perticular objects are always included So we arrange objects out of total objectsWhich can be done in
Now arrange
perticular objects which can be done in waysNow arrange
objects Simultaneously which can be done by ways.My Doubt is why answer is given only
Thanks
Thanks scientia and noelevans
Thanks Bobbundy Got it
How can I calculate
can anyone explain me how can I calculate elleptical Integral of first kind and elleptical integral of 2 kind.
Thanks
If the Sides
and Opposites angles of are varing such a way that Circum-Radius Remain Constant.Then the value of
options:
(1) 0 (2) a+b+c (c) a sin(A)+b sin(B) +c sin(C) (d) None of these
Where da,db;bc are derivates of a,b and c
(A) If all The Roots of the equation
are of unit Modulus then:Options:
(B) If
and The equation has Complex Roots Which are Reciprocal To each other, ThenOptions:
Let f(x) is even, periodic function with period is 2 and f(x) = x forall x E [0,1]. Then f(pi) =
Thanks friends got it
The equation of plane passes through the point (1,2,-1) and perpandicular to the line of intersection of the plane
3x-y+z = 1 and x+4y+2z = 2
The equation of plane containing the line of intersection of the plane
and
and passes throught pointYes 2178 is right answer.
How can i get it.
would you like to explain me
hanks