identify which of the following properties apply to the graph of y=sinx: 1. the range is (-infintiy, infinity) 2.the x-intercepts are of the form npi/2, where n is an odd interger 3. the fraction obtains a relative maximum at x=pi/2 + npi, where n is an interger 4. the function obtains a relative minimum at x=3pi/2 + 2npi, where n is an interger identify which of the following properties apply to the graph of y= cos x: 1. the y-intercept is 1 2. the x-intercepts are of the form npi, where n is an interger 3. the function obtains a relative minimum at x= pi + 2pin, where n is an interger 4. the function is decreasing on the interval (pi/2,3pi/2) identify which of the following properties apply to the graph of y=tan x: 1. The domain is all real numbers except integer multiples of pi. 2. The principal cycle of the graph occurs in the interval (0,pi) 3. The equations of the vertical asymptotes are x = npi/2, where n ia an odd interger. 4.The x-intercepts are of the form npi, where n is an interger. Yes and No answera are acceptable, thank you Solution 1 yes 2yes 3no 4no 1yes 2 yes 3no 4 yes 1yes 2 no 3 yes 4yes.