Q)If f: x to y defined by f(x) = (3½)sinx + cosx + 4 is one one and onto , then x and y are given by1)x =[ (n+1/3)pie,(n+4/3)pie ] y=[0,6]2)x =[ (n+1/3)pie,(n+4/3)pie ] y=[2,6]3)x =[ (n-2/3)pie,(n+1/3)pie ] y=[0,6]4)x =[ (n-2/3)pie,(n+1/3)pie ] y={6

Q)If f: x to y defined by f(x) = (3½)sinx + cosx + 4 is one one and o

1.	Q)If f: x to y defined by f(x) = (3½)sinx + cosx + 4 is one one and onto , then x and y are given by1)x =[ (n+1/3)pie,(n+4/3)pie ] y=[0,6]2)x =[ (n+1/3)pie,(n+4/3)pie ] y=[2,6]3)x =[ (n-2/3)pie,(n+1/3)pie ] y=[0,6]4)x =[ (n-2/3)pie,(n+1/3)pie ] y={6
Answer» Q)If f: x to y defined by f(x) = (3½)sinx + cosx + 4 is one one and onto , then x and y are given by 1)x =[ (n+1/3)pie,(n+4/3)pie ] y=[0,6] 2)x =[ (n+1/3)pie,(n+4/3)pie ] y=[2,6] 3)x =[ (n-2/3)pie,(n+1/3)pie ] y=[0,6] 4)x =[ (n-2/3)pie,(n+1/3)pie ] y={6