Given angles x and y are acute such that sin(x)=(4)/(5)and sin(y)=(5)/(13), then what is sin(x+y)
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Answer:
63/65
Step-by-step explanation:
sin(x)=4/5
__> cos(x)=3/5
sin(y)=5/13
___> cos(y)=12/13
sin(x+y)= sin x * cos y + cos x * sin y
= {(4/5)*(12/13)} + {(3/5)*(5/13)}
= (48/65) + (3/13)
=63/65
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