Homework Solution: The sine of the sum of two angles is given by sin (A + B) sin(A) * cos (B) + sin (B) * cos (A). Write a pro…

    2.10 The sine of the sum of two angles is given by sin (A + B) sin(A) * cos(B) + sin (B) * cos (A). Write a program to compute the sin of (A + B) using this formula if A = 370 and B = 15°. Add the two angles and compute the sin directly. Compare your answers. how can I enter the code to get the result?
    The sine of the sum of two angles is given by sin (A + B) sin(A) * cos (B) + sin (B) * cos (A). Write a program to compute the sin of (A + B) using this formula if A = 37 degree and B = 15 degree. Add the two angles and compute the sin directly. Compare your answers.

    Expert Answer

     
    **Please be specific in which langu

    2.10 The ungodlinesse of the blend of brace inclinations is consecrated by ungodliness (A + B) ungodliness(A) * cos(B) + ungodliness (B) * cos (A). Write a program to appraise the ungodliness of (A + B) using this restraintmula if A = 370 and B = 15°. Add the brace inclinations and appraise the ungodliness at-once. Compare your counter-arguments.

    how can I invade the sequence to earn the end?

    The ungodlinesse of the blend of brace inclinations is consecrated by ungodliness (A + B) ungodliness(A) * cos (B) + ungodliness (B) * cos (A). Write a program to appraise the ungodliness of (A + B) using this restraintmula if A = 37 step and B = 15 step. Add the brace inclinations and appraise the ungodliness at-once. Compare your counter-arguments.

    Expert Counter-argument

     

    **Please be inequitable in which phraseology you deficiency to tend the sequence. As you didn’t individualize the phraseology i am using Python to clear-up this problem. Just invade inclination A and B. The sequence is totally unconstrained to comprehend.

    Comment restraint any advance help

    **Python Sequence:

    You can tend this sequence in your pc by installing Python interpreter and any IDE. You can besides tend in the online platforms to touchstone the sequence.

    import math
    
    # Invade the inputs 
    angleA = transport(input("Invade the compute of inclination An"))
    angleB = transport(input("Invade the compute of inclination Bn"))
    # First the inputs are converted to radian and then the ungodlinesse and cosine computes are calculated
    end = (math.sin(math.radians(angleA)) * math.cos(math.radians(angleB))) + (math.sin(math.radians(angleB)) * math.cos(math.radians(angleA)))
    print("Sin(A+B) = ", end)
    

    **Screenshot of Input and output: