the graph of the function of f shown above consists of six segment let g be the function given by g(x)= integral x of 0 f(t) dt
c) suppose that f is defined for all real numbers x and is periodic a period length of 5. The graph shows the period of f. Given g(5)= 2 and write an equation for the line tangent to the graph g at x=108

Question

the graph of the function of f shown above consists of six segment let g be the function given by g(x)= integral x of 0 f(t) dt
c) suppose that f is defined for all real numbers x and is periodic  a period length of 5. The graph shows the period of f. Given g(5)= 2 and write an equation for the line tangent to the graph g at x=108

stamp · Answer

$$g(x)=\int x(0)f(t)dt$$

stamp · Answer

Where is the graph? Also, your question is incoherent. This is beyond help.