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32^(2/5)...

`32^(2/5)`

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If S_(n)=(1.2)/(3!)+(2.2^(2))/(4!)+(3.2^(2))/(5!)+...+ up to n terms, then sum of infinite terms is

If S_(n)=(1.2)/(3!)+(2.2^(2))/(4!)+(3.2^(2))/(5!)+...+ up to n terms, then sum of infinite terms is

If S_(n)=(1.2)/(3!)+(2.2^(2))/(4!)+(3.2^(2))/(5!)+...+ up to n terms, then sum of infinite terms is

If S_(n)=(1.2)/(3!)+(2.2^(2))/(4!)+(3.2^(2))/(5!)+...+ up to n terms, then sum of infinite terms is

The matrix [(3,2),(5,1)] is

The points (3,2),(0,5),(-3,2) and (0,-1) are vertices of:

For a matrix A=[(3,2),(5,3)],Verify that : A + A' is a Symmetric Matrix.

Find the area of the quadrilateral whose vertices are (-3,2),(5,4),(7,-6) and (-5,-4)

If the points (2,0)(3,2)(5,4) and (0,t) are concylic, show that t=2 or 17.

If the points (2,0)(3,2)(5,4) and (t,0) are concylic, show that t=2 or 17.