+1904 \(sin(x)<0.1\)
\({sin}^{-1}(sin(x))<{sin}^{-1}(0.1)\)
\(x<0.01001667421162...\)
.
+118689 sinx-x<0.1 how do I find x?
\(sin(x)-x<0.1\\ sin(x)<0.1+x\\ \)
I would graph
y=sin(x)
and
y=0.1+x
The statement will be true when the sin(x) curve is under the line.
https://www.desmos.com/calculator/rj5amyp3lh
You can see that this is true when x > -0.854 (approximately)
