The period of y = TaNx + Cotx Original formula = SiNx / cosx + cosx / SiNx =(SiNx square + cosx Square) / sinxcosx =1/sinxcosx =2/sin2x So the minimum positive period is 2 pies / 2 = pies Is that right?

The period of y = TaNx + Cotx Original formula = SiNx / cosx + cosx / SiNx =(SiNx square + cosx Square) / sinxcosx =1/sinxcosx =2/sin2x So the minimum positive period is 2 pies / 2 = pies Is that right?


That's right



Definition field of function y = √ 1-lgx


First of all, the root sign is greater than or equal to 0
That is 1-lgx > = 0
lgx



The definition field of function y = √ 1-lgx is
1-lgx ≥ 0, LG ≤ 1, the solution is 0


The common logarithm is 10. LG10 = 1