Question: Consider the function f defined by f ( t ) = cos ( t ^ ( 2 ) ) . a f and the accumulation

Consider the function f defined by f(t)=cos(t^(2)).
a f and the accumulation function A(x)=\int_0^x f(t)dt in the viewing
rectangle [0,4]\times [-4,4].
bf is positive, negative and zero. Explain any relations
you observe. Which relations do you think will hold between any function and its
accumulation function?
Consider the function f defined by f ( t ) = cos

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