You could note that 60sin(t) is a multiple of the derivative of cos(t). This should suggest an integration method.
i tried doing by inspection i chose to inspect 60sint i raised it by one power so it’s 60sin^2(t) after i differentiated that i got 120sintcost but i don’t see how u can divide that by anything to get the original formula of 60sintcos^2(t)
i tried doing by inspection i chose to inspect 60sint i raised it by one power so it’s 60sin^2(t) after i differentiated that i got 120sintcost but i don’t see how u can divide that by anything to get the original formula of 60sintcos^2(t) https://imgur.com/a/8eCrxqm
You possibly need to "inspect" the other element of the function to be integrated...
i tried doing by inspection i chose to inspect 60sint i raised it by one power so it’s 60sin^2(t) after i differentiated that i got 120sintcost but i don’t see how u can divide that by anything to get the original formula of 60sintcos^2(t) https://imgur.com/a/8eCrxqm
nvm i realised u have to inspect cos^2(t) instead 🤦🏽*♀️