use matlab to solve and include the code for matlab. as well as photo for solving

use matlab to solve and include the code for matlab. as well as photo for solving

A sine wave function g(t) is linearly increasing in frequency from 0 Hz at t=0s to 4 Hz at t=8s. The instantaneous frequency of the function at time t is f(t) = t. 8Hz 10s The phase of a sine wave is 2 rt times the integrated frequency. Therefore g(t) sin (2+ [sv) a) = sin(2) Plot the graph of this function. Add to the same figure (in a different colour) a graph of the same function sampled at 4 Hz using the stem command Part A A sine wave function g(t) is linearly increasing in frequency from 0 Hz at t=0s to 4 Hz at t=8s. The instantaneous frequency of the function at time t is 8Hz f(t) = t. 10s The phase of a sine wave is 2 nt times the integrated frequency. Therefore g(t) = sin (2+