What does the graph of #1/sinx+1/cosx# look like?

1 Answer

See below:

Explanation:

If we combine the two terms into one:

#1/sinx+1/cosx#

#1/sinx(cosx/cosx)+1/cosx(sinx/sinx)#

#(sinx+cosx)/(sinxcosx)#

From here, it's probably easiest to drop the function into a graphing program (since there is no easy "parent function" to map from:

graph{(sinx+cosx)/(sinxcosx)}