(1) Defne a Python function trapeze(f,a,b,n) to compute the integral of a function ܩ over an interval [ܤ ,ܥ [according to the composite trapezoidal rule for ܰ subintervals. Avoid repeated computations...

(1) Defne a Python function

trapeze(f,a,b,n)

to compute the integral of a function ܩ over an interval [ܤ ,ܥ [according to the composite trapezoidal rule for ܰ subintervals. Avoid repeated computations of the individual function values ܩ.(ܺ)

(2) Use the trapeze function to approximate the integral ܒ∫ =∶�0 sin(such

that the result becomes correct to 6 decimal places. To do this, use the exact value

ܒ = 2, which results from the evaluation of the antiderivative −cos of sin.