Initial thinking: There are several functions given in the table below. Each one is some combination of basic functions, meaning a sum or difference, a product or quotient, or a composition of functions.
In the space next to each function, write your initial thoughts about the function's structure and what derivative rule you might try to apply. The first row is filled in as an example.
able[[Function, able[[Your initial thoughts on the function's structure and which derivative rule],[you would apply]]],[, able[[I think this is a composition of two functions because it looks like],[the input for the sine function is " x squared" which is a basic],[function. I would use the chain rule because there is an "inner"],[function and "outer" function.]]],[(x)=2^(x)*tanx,],[h(x)=sqrt(x)-cosx,]]
Initial thinking: There are several functions given in the table below. Each one is some combination of basic functions, meaning a sum or difference, a product or quotient, or a composition of functions. In the space next to each function, write your initial thoughts about the function's structure and what derivative rule you might try to apply. The first row is filled in as an example. Function Your initial thoughts on the function's structure and which derivative rule you would apply I think this is a composition of two functions because it looks like f(x=sinx2) the input for the sine function is "x squared" which is a basic function. I would use the chain rule because there is an "inner" function and "outer" function.
gx=2x.tanx
h(x=x-cosx
x3 jx)= 2x