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Hii you can find out the value of f(x) and f(1/x) . Multilply f(x) and f(1/x) and then add f(x) and f(1/x). So both these values will be equal.
I`m probably just being a jerk but you didn`t specify what you are differentiating with respect to.If you differentiate acceleration as a function of distance from (say) the moon, you`ll get a lot...
Hii Be it any number just calculate the total number of zeros that will precede the unit digit in the number eg 101*101 = 10201 1001 *1001 =1002001 10001*10001 = 100020001 Hence in any case the sum of...
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lim [ (xsin(a) - asin(x)) / (x - a) ] x -> a We have to use L`Hospital`s rule to solve this. This means we take the derivative of each of the top and bottom and calculate a new limit. Keep in mind...
Kumar the question is lim x--> 0 ((y^2 - (y-x)^2)^1/x). / (8xy - 4x^2 + (8xy)^1/2)^3 I have also attached the image of it with the question please take a look
Hii Take it equal to y . Then differentiate both the sides with respect of y and x independently. From there find out the value of dy\dx and replace the value of y in terms of x that was used in first...
What answer for this sum in differentiate with respect to x ?????? In complete question.... because you write sum, what is mean of sum.
Priya, here one equation and three unknown. So it has infinte number of solution. if the value of h1=1,2,3,-------- then corresponding chose the value of h0 and h2.
It will be great if u can specifically pick example so that i can explain in better way. In general u draw vertical linealonggraph, itwill represent range where horizontal line paralle to x axis,...
PFA For differentiability follow same steps applying f(x+h)-f(x)/h for RDH and f(x-h) – f(x)/-h applying the limits.
Dear first, we check that this function one-one ont. If function is one-one onto then function exists inverse otherwise not.
Dear, Your required function is f(x)=-1/(x+2) which is satiesfied the given condition and it is differential everywhere except x=-2 only.
Dear noogler, the graph of your given function between (0, pi/2) is incresing. In a wide range we can not be decided monotonicity of the function.
Dear, the given function is discontinuous at x=0. Because the left hand limit is equal to 0, right hand limit is equal to infinity and the value of the function at x=0 is 1. These values are totaly...
Draw the graph of this function and it is cut the x-axis infinite times so that the roots are infinite.
Given the differential equation y^3 * dy/dx + y^2 + x = 0. Let us assume taht y^2 = v => 2y* dy/dx = dv/dx, using it in above equation reduce in following form i.e. v * dv/dx +v =-x which solution is ...
Given that t*(sin t )^(1/2) = 2^(1/2)*t* cos(pi/4-t/2) which laplace transformation is which is solved by the matlab software.
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Hello Ashwin, I am still confused about complementary pairwise comparable even function. Instead of it can i apply first 1/2 lCM of period in f(x) and then check whether it is possible?
please apply brackets appropriately wherever necessary please apply brackets appropriately wherever necessary
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