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Consider the sine function f(x)=sin2x . What is the range of this function ?Consider\ the\ \sin e\ function\ f(x)=\sin2x\ .\ What\ is\ the\ range\ of\ this\ function\ ?Consider the sine function f(x)=sin2x . What is the range of this function ?
]−∞,+∞[]-∞,+∞[]−∞,+∞[
[−1,1][-1,1][−1,1]
What is the range of the sine function f(x)=sin2xf(x)=\sin2xf(x)=sin2x ?
[0,2)[0,2)[0,2)
Consider the sine function f(x)=sinx−2 . What is the range of this function ?Consider\ the\ \sin e\ function\ f(x)=\sin x-2\ .\ What\ is\ the\ range\ of\ this\ function\ ?Consider the sine function f(x)=sinx−2 . What is the range of this function ?
[−2,2][-2,2][−2,2]
[−3,−1][-3,-1][−3,−1]
What is the range of the sine function h(x)=5sinxh(x)=5\sin xh(x)=5sinx ?
[−5,5][-5,5][−5,5]
What is the range of the sine function f(x)=sinxf(x)=\sin xf(x)=sinx ?
x<8x<8x<8
What is the range of the sine function g(x)=9sinxg(x)=9\sin xg(x)=9sinx ?
[−9,9][-9,9][−9,9]
x<6x<6x<6
Consider the sine function f(x)=−2sinx+1 . What is the domain of this function ?Consider\ the\ \sin e\ function\ f(x)=-2\sin x+1\ .\ What\ is\ the\ domain\ of\ this\ function\ ?Consider the sine function f(x)=−2sinx+1 . What is the domain of this function ?
[3,−1][3,-1][3,−1]
What is the range of the sine function f(x)=2Sinxf(x)=2Sinxf(x)=2Sinx ?
(−∞,∞)(-∞,∞)(−∞,∞)
Consider the sine function f(x)=4sinx . What is the domain of this function ?Consider\ the\ \sin e\ function\ f(x)=4\sin x\ .\ What\ is\ the\ domain\ of\ this\ function\ ?Consider the sine function f(x)=4sinx . What is the domain of this function ?
[−5,0][-5,0][−5,0]
Consider the sine function f(x)=sinx+4 . What is the domain of this function ?Consider\ the\ \sin e\ function\ f(x)=\sin x+4\ .\ What\ is\ the\ domain\ of\ this\ function\ ?Consider the sine function f(x)=sinx+4 . What is the domain of this function ?
[3,5][3,5][3,5]
[−4,4][-4,4][−4,4]
It is done.