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(Solved): Rewrite the following in terms of sin(x) and cos(x). sin(x43)= A. cos(x)sin(43)sin ...
Rewrite the following in terms of sin(x) and cos(x). sin(x?43??)= A. cos(x)sin(43??)?sin(x)cos(43??) B. ?23??sin(x)?21?cos(x) C. ?21?cos(x)?23??sin(x) D. 22??sin(x)+22??cos(x) E. ?22??sin(x)?22??cos(x) F. sin(x)cos(43??)+cos(x)sin(43??) G. None of the above
sin(x+3??) A. ?21?sin(x)?23??cos(x) B. sin(x)cos(3??)?cos(x)sin(3??) C. 21?sin(x)+23??cos(x) D. sin(3??)cos(x)?cos(3??)sin(x) E. 21?cos(x)+23??sin(x) F. 23??sin(x)+21?cos(x) G. None of the above
cos(x?65??)= A. ?21?cos(x)?23??sin(x) B. ?23??cos(x)+21?sin(x) C. sin(x)cos(65??)+cos(x)sin(65??) D. 22??sin(x)+22??cos(x) E. ?23??cos(x)?21?sin(x) F. None of the above
cos(x+4??) A. ?22??cos(x)+22??sin(x) B. cos(x)cos(4??)+sin(x)sin(4??) C. 21?cos(x)?23??sin(x) D. 22??cos(x)?22??sin(x) E. 23??cos(x)?21?sin(x) F. cos(x)sin(4??)?sin(x)cos(4??) G. None of the above
