f (x a g (x b h (x ax2 5bx 2b where , `a and `b ar constants Thus it can be seen that the first derivative of a bilinear combination of two functions is the selfsame(prenominal) linear combination of the derivatives of the individual functions instantly let us take another exampleExample 2Let us consider two functions g (x Sinx and h (x Cosx direct , let us consider a function f (x ) which is a linear combination of g (x ) and h (xi .e . f (x a g (x b h (x aSinx bCox where , `a and `b be constants Thus it can be seen that the derivative of a linear combination of two functions is the same linear combination of the derivatives of the individual functionsQ3 . Applying quotient rule for determining the derivative of the proportionality of two functions Now quotient rule says if a function f (x ) can be represented a ratio of two functions g (x ) and h (x ) such that f (x g (x /h (x then its derivative is given as...If you want to pop a full essay, prescribe it on our website: Ordercustompaper.com
If you want to get a full essay, wisit our page: write my paper
No comments:
Post a Comment