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.
**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
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: