How to solve for 3sinX= 2cosX

and explanation would be nice, if possible. or to show steps taken to get the end result

3sinX= 2cosX

3sinX/cosX = 2

sinX/cosX = 2/3 = 0.6667

Trig identity:

sinX/cosX = tanX

tanX = 0.6667

arctan 0.6667 = 33.69 degrees or 0.588 radians

X = 33.69 degrees or 0.588 radians

tanx = 2/3 ---> x = ...calculator