Given, `mu=1.5 ` and `A=delta_(m i n)`
At minimum deviation,
`r=A//2` and `delta_(min)=2i-A`
Substituting for A, we get `i=delta_(min)`
But `mu=(sin
((delta_(m)+A)/(2)))/(sin((A)/(2)))=(sinA)/(sin[(A)/(2)])=2cos[(A)/(2)]`
Therefor, `1.5=2cos[(A)/(2)]` or `A =cos^(-1)((3)/(4))`