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Does the set of ordered pairs {(−π,−2),(−π2,0),(0,2),(π2,0)}expresses a cosine function ?Does\ the\ set\ of\ ordered\ pairs\ \left\{(-\pi,-2),(-\frac{\pi}{2},0),(0,2),(\frac{\pi}{2},0)\right\}\exp resses\ a\ \cos ine\ function\ ?Does the set of ordered pairs {(−π,−2),(−2π,0),(0,2),(2π,0)}expresses a cosine function ?
Cosine function
Not Cosine function
Identify cosine function from set of ordered pairs:
(0,1),(π2,−1),(2π,1).(0,1),(\frac{\pi}{2},-1),(2\pi,1).(0,1),(2π,−1),(2π,1).
CosxCosxCosx
Cos2xCos2xCos2x
Cos(x/2)Cos(x/2)Cos(x/2)
(0,1),(π4و12),(π,−1)(0,1),(\frac{\pi}{4}و\frac{1}{\sqrt{2}}),(\pi,-1)(0,1),(4πو21),(π,−1)
Does the set of ordered pairs (0,1),(π2,0),(π,−1),(3π2,0) expresses a cosine function ?Does\ the\ set\ of\ ordered\ pairs\ (0,1),(\frac{\pi}{2},0),(\pi,-1),(\frac{3\pi}{2},0)\ \exp resses\ a\ \cos ine\ function\ ?Does the set of ordered pairs (0,1),(2π,0),(π,−1),(23π,0) expresses a cosine function ?
(0,1),(π2,0),(2π,1).(0,1),(\frac{\pi}{2},0),(2\pi,1).(0,1),(2π,0),(2π,1).
Does the set of ordered pairs {(−3π,0),(−2π,2),(−π,0),(0,2)}expresses a cosine function ?Does\ the\ set\ of\ ordered\ pairs\ \left\{(-3\pi,0),(-2\pi,2),(-\pi,0),(0,2)\right\}\exp resses\ a\ \cos ine\ function\ ?Does the set of ordered pairs {(−3π,0),(−2π,2),(−π,0),(0,2)}expresses a cosine function ?
Does the set of ordered pairs {(0,2),(π,0),(2π,2),(3π,0)}expresses a cosine function ?Does\ the\ set\ of\ ordered\ pairs\ \left\{(0,2),(\pi,0),(2\pi,2),(3\pi,0)\right\}\exp resses\ a\ \cos ine\ function\ ?Does the set of ordered pairs {(0,2),(π,0),(2π,2),(3π,0)}expresses a cosine function ?
Identify cosine function from set of ordered pairs: (0,1),(π12,32),(π8,12).(0,1),(\frac{\pi}{12},\frac{\sqrt{3}}{2}),(\frac{\pi}{8},\frac{1}{\sqrt{2}}).(0,1),(12π,23),(8π,21).
(0,1),(π2و 12),(2π,−1).(0,1),(\frac{\pi}{2}و\ \frac{1}{\sqrt{2}}),(2\pi,-1).(0,1),(2πو 21),(2π,−1).
(0,1),(π3, 32) , (π2 , 12)\left(0,1\right),\left(\frac{\pi}{3},\ \frac{\sqrt{3}}{2}\right)\ ,\ \left(\frac{\pi}{2}\ ,\ \frac{1}{\sqrt{2}}\right)(0,1),(3π, 23) , (2π , 21)
It is done.