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let F(x) and G(x) be two cubic polynomial functions such that F(G(x))=G(F(x)). F(0)= -24, G(0)=30 find the value of F(3) + G(6) ?? ...
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hello every one in targetiit taking some hint from PrItIsH Da i thot of startin an thread for integration ( similar kind of prctc was folowed at mathlinks too) will post integrals myself and d person who answers the integral ...
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1) cos (x+y) dy = dx 2) x+y dy/dx /y-x dy/dx = (1 + x2/y2 ) ( ln ( x2+y2 )) 3) dy/dx = (4x + y + 1)2 4) 2x3y3 + x4y2 dy/dx = -b2/a2 y - b2/a2 x dy/dx [ GUYS POST THE SOLN. FULL AS I CANNOT CONFIRM UR ANS. SINCE I DON'T HAVE T ...
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TODAY IS THE BIRTHDAY OF NISHANT SIR SO WISH HIM HAPPY BIRTHDAY ...
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\texttt{The number of natural numbers between 1 to 2000 such that sum of digits of their sqaures is eqaul to 21} ...
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\texttt{The number of natural numbers between 1 to 2000 such that sum of digits of their sqaures is eqaul to 21} ...
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1) \\\textit{Find the values of }\left | a \right |+\left | b \right |\textit{such that the identity }\\ \left | ax+by \right |+\left | bx+ay \right |=\left | x \right |+\left | y \right |\emph{holds } \forall x ,y\epsilon R ...
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(1) find all real valuse of x and y that satisfy the equation x2-xy+y2-4x-4y+16=0 (2) all psitive Integral solution of y2+6xy-16x=0 ...
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domain of 1) log0.3(x-1)/x2-2x-8 2)cos -1( 1-2lxl/3 ) just give ur ans...no soln needed ...
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prove \mathbf{}\int_{0}^{infinity}{sinx.dx}=1 ...
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*Image* correct ans b Post the solution..... ...
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Find the value of - *Image* btw...why is latex not working ? ...
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1) 1 + \frac{(1.3) }{6}+ \frac{(1.3.5)}{6.8} +.............. 2) \frac{2}{1!} + \frac{6}{2!} + \frac{12}{3!} + \frac{20}{4!} + ................. find the sum ...
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The least value of 9tan2∂ +4cot2∂ is a) 13 b)5 c) 0 d) none of these ans. d ...
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if (1+x+3x^2)^{30}=a_0+a_1x+a_2x^2............a_{60}x^{60} then find the value of a_{5}+a_{7}+a_{9}+.........a_{59} ...
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i feel that the question has some printing errors i am typing the question as given in the book consider \ the \ sequence \ x_n \ defined \ by \ \\ x_1 = \frac{1}{2} ,x_{n+1}=x_n^2 + x_n \\ define \ S = \frac{1}{x_1 +1}+\frac ...
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got this question frm goiit.com but din get its solution....pls temme the approach to such problems Q-A boy throws a ball upwards with a velocity 20m/s.The wind imparts a horizontal acc. of 4 m/s^2 to the left.The angle @ at ...
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got this question frm goiit.com but din get its solution....pls temme the approach to such problems Q-A boy throws a ball upwards with a velocity 20m/s.The wind imparts a horizontal acc. of 4 m/s^2 to the left.The angle @ at ...
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i need the best and shortest methods to solve these in exma hall... Q1 Let P(x)=x^5+x^2+1 have roots x_1,x_2,x_3,x_4,x_5 and g(x)=x^2-2 then find value of g(x_1)g(x_2)g(x_3)g(x_4)g(x_5)-30g(x_1x_2x_3x_4x_5) Q2 Let \alpha =e^{ ...
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i need the best and shortest methods to solve these in exma hall... Q1 Let P(x)=x^5+x^2+1 have roots x_1,x_2,x_3,x_4,x_5 and g(x)=x^2-2 then find value of g(x_1)g(x_2)g(x_3)g(x_4)g(x_5)-30g(x_1x_2x_3x_4x_5) Q2 Let \alpha =e^{ ...
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find the product \frac{(1^4 +\frac{1}{4})(3^4 +\frac{1}{4})(5^4 +\frac{1}{4}).......(49^4 +\frac{1}{4})}{(2^4 +\frac{1}{4})(4^4 +\frac{1}{4})(6^4 +\frac{1}{4}).......(50^4 +\frac{1}{4})} ...
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*Image* i dont have the answer ...
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If *Image* and f is differentiable function satisfies : *Image* *Image* then find f(x) not a doubt....jus found it gud ...
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*Image* ...
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If set of values of 'a' for which f(x) = ax2 - (3+2a)x + 6 , a≠0 is positive for exactly 3 distinct negative integral values of x is (c,d] then the value of (c2 + 16 d2) is equal to ----------?? ...
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f(x) = tan-1 [(x2 + 1) / (x2 + √3)] 1) Range contains NO natural no. 2) Range contains atleast one integer TRUE/FALSE ...
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If set of values of 'a' for which f(x) = ax2 - (3+2a)x + 6 , a≠0 is positive for exactly 3 distinct negative integral values of x is (c,d] then the value of (c2 + 16 d2) is equal to ----------?? ...
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If set of values of 'a' for which f(x) = ax2 - (3+2a)x + 6 , a≠0 is positive for exactly 3 distinct negative integral values of x is (c,d] then the value of (c2 + 16 d2) is equal to ----------?? ...
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∫-∞∞ (sint/t) dt ...
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p *Image* ...
