[" Drove that - "],[qquad 1+2+3+4-dots+11<=(1)/(8)(2n+1)^(2)]

The ends of a diagonal of a square are (2,-3) and (-1,1)dot Another vertex of the square can be

Let C be a curve defined by y=e^(a+b x^2)dot The curve C passes through the point P(1,1) and the slope of the tangent at P is (-2)dot Then the value of 2a-3b is_____.

Let C be a curve defined by y=e^(a+b x^2)dot The curve C passes through the point P(1,1) and the slope of the tangent at P is (-2)dot Then the value of 2a-3b is_____.

Let C be a curve defined by y=e^a+b x^2dot The curve C passes through the point P(1,1) and the slope of the tangent at P is (-2)dot Then the value of 2a-3b is_____.

The ends of a diagonal of a square are (2,-3) and (-1,1)dot Another vertex of the square can be a. (-3/2,-5/2) (b) (5/2,1/2) (1/2,5/2) (d) none of these

The ends of a diagonal of a square are (2,-3) and (-1,1)dot Another vertex of the square can be (a) (-3/2,-5/2) (b) (5/2,1/2) (c) (1/2,5/2) (d) none of these

Find the 11^(t h) from the last term (towards the first term) of the AP : 10 ,\ 7,\ 4,\ dot\ dot\ dot\ ,\ \ -62.

Find the 11^(t h) from the last term (towards the first term) of the AP : 10 ,\ 7,\ 4,\ dot\ dot\ dot\ ,\ \ 62.

I drove East for 5 miles, then drove North 3 miles, then turned to my left and drove for 2 miles and again turned to my left. Which direction am I going now?

Find the inverse of A=[[1, 3, 3],[ 1, 4, 3],[ 1, 3, 4]] and verify that A^(-1)A=I_3dot