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Think of the types of graphs you can obtain by a combination of stretches, reflections and translations of the graph $y=\sin x$. In this resource we refer to any of these graphs as a "sine graph".
Can you find ...
(a) ... a sine graph which touches the lines $y=3$ and $y=1?$
(b) ... a cosine graph which crosses the $x$-axis at $x=1$ and $x=-1$?
(c) ... a tangent graph which passes through the point $\big(\dfrac{\pi}{3},0\big)$ and for which the line $x=\dfrac{\pi}{2}$ is an asymptote?
You can use the free Desmos graphing calculator to help you find suitable graphs, but try to sketch some graphs first.