Will fan and medal! Please help me find the range of y=(4/5)sin(x) for pi(less than/equal) x (less than/equal) 3pi/2

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Will fan and medal! Please help me find the range of y=(4/5)sin(x) for pi(less than/equal) x (less than/equal) 3pi/2

Mathematics
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look up the section on youtube that you need help on
idk this one
because i don't know this one

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hint: the graph of the function y=sin(x), is: |dw:1437157640610:dw|
|dw:1437157740307:dw|
now, we have these natural limits: \[\Large - \frac{4}{5} \leqslant \left( {\frac{4}{5}\sin x} \right) \leqslant \frac{4}{5}\]
so thats the range? @Michele_Laino
not exactly, since we have: |dw:1437157978078:dw|
your part of graph is enclosed in this segment: \[\Large \left[ { - \frac{4}{5},0} \right]\]
|dw:1437158152131:dw|
Okay so how do i figrue out what the range is? @Michele_Laino
As you can see from my drawing, the requested range is the interval: \[\Large \left[ { - \frac{4}{5},0} \right]\]

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