Ist # arcsinx # dasselbe wie # sin ^ -1 (x) #?
Antworten:
#arcsinx-=sin^-1(x)#
Erläuterung:
#arcsinx" is used in place of "sin^-1x" to avoid confusion"#
#" misinterpretation with "sin^-1x-==1/sinx#
#"of course "sin^-1x!=1/sinx#
#(sinx)^-1=1/sinx#
#arcsinx-=sin^-1(x)#
#arcsinx" is used in place of "sin^-1x" to avoid confusion"#
#" misinterpretation with "sin^-1x-==1/sinx#
#"of course "sin^-1x!=1/sinx#
#(sinx)^-1=1/sinx#