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hello i need help on solving this equation
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\[\arcsin(x^2 -1)=x/3 \]
how to start that?
hmmmmm
sin inverse take value between -1 and 1
-1<=x^2-1<=1
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can u solve it
i don't understand...i need some time to process what you wrote
x^2-1>=-1 means x^2>=0.......x is real number can be any thing and x^2-1<=1 means \[x^2 >=2\]
\[-\sqrt{2}<=x<=\sqrt{2}\]
arcsin what value it can take ????
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arcsin(y) what could be the possible values of y???
-pi/2 and pi/2
no that is what we will get from arc sin
sin can take -pi/2 to pi/2
we can insert min -1 and max 1
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-1<= y <=1
got something???
why you got an interval as solution? the solution must be just one value
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