`sin[3sin^(-1)(0.4)]=` . . .

Evaluate "sin"(3"sin"^(-1)0.4)

Evaluate: sin(3\ sin^(-1)0. 4)

Evaluate: sin(3\ sin^(-1)0. 4)

sin^(-1)(sin 3) + sin^(-1) ( sin 4) + sin^(-1) ( sin 5) when simplified reduces to

sin^(-1)(sin 3) + sin^(-1) ( sin 4) + sin^(-1) ( sin 5) when simplified reduces to

sin^(-1)(sin 3) + sin^(-1) ( sin 4) + sin^(-1) ( sin 5) when simplified reduces to

Evaluate sin [ sin^(-1) ((3)/(5)) + sin^(-1) ""(4/5)] .

If the value of [sin(sin^(-1)(0. 5)+sin^(-1)(0. 4))] x [(sin(sin^(-1)(0. 5)-sin^(-1)(0. 4))] can be expressed as p/q (where p ,q in N are relatively prime), then ((q-p)/(13)) is

sin^(-1)(sin3)+sin^(-1)(sin4)+sin^(-1)(sin5) is equal to