x=(11)/(15)quad " (ii) "quad x=-(13)/(17)

Verify that (- x) = x for .(i) x = (11)/(15) (ii) x = - (13)/(17)

Verify that (-x)=x for.(i) x=(11)/(15) (ii) x=-(13)/(17)

int sqrt(x)(1+x^(1/3))^(4)dx is equal to (A) 2{(1)/(9)x^(2/3)+(4)/(11)x^(11/6)+(6)/(13)x^(13/6) (B) 6{(1)/(9)x^(2/3)-(4)/(11)x^(11/6)+(6)/(13)x^(13/6) (C) 6{(1)/(9)x^(3/2)+(4)/(11)x^(11/6)+(6)/(13)x^(13/6)+(4/15)x^(5/2)+(1/17)x^(17/6) (D) 6{(1)/(9)x^(2/3)+(4)/(11)x^(11/6)+(6)/(13)x^(13/6)

The point of intersection of tangent to the curve y=x^4 at (1,1) with the normal to the same curve at (-1,1) is (A) ((17)/(15),(13)/(15)) (B) (7/5,3/5) (C) ((17)/(15),(23)/(15)) (D) does not exist

Value of integral int_(0)^( pi/2)sin^(3)x(1-cos x)^(11)dx(i)-(15)/(13)(ii)-(15)/(14)(iii)-(15)/(272)(iv)-(15)/(182)

x+8=12, (ii) 15-x=3 and verify: 19x- "13=11x+35, (ii) 2(x-2)-3(x-3)=5(x-5)

The point of intersection of tangent to the curve y=x^(4) at (1,1) with the normal to the same curve at (-1,1) is (A)((17)/(15),(13)/(15)) ( textrmB ) ((7)/(5),(3)/(5)) ( textrmC ) ((17)/(15),(23)/(15)) (D) does not exist

If the polynomial x^(19) + x^(17) +x^(13) +x^(11) +x^(7) +x^(4) +x^(3) is divided by (x^(2)+1) , then the remainder is

If the polynomial x^(19) + x^(17) +x^(13) +x^(11) +x^(7) +x^(5) +x^(3) is divided by (x^(2)+1) , then the remainder is

If the polynomial x^(19) + x^(17) +x^(13) +x^(11) +x^(7) +x^(4) +x^(3) is divided by (x^(2)+1) , then the remainder is