Consider a function f (x) in [0,2pi] defined as : f(x)=[{:([sinx]+ [cos x],,, 0 le x le pi),( [sin x] -[cos x],,, pi lt x le 2pi):} where {.} denotes greatest integer
Content - Graphing the trigonometric functions
The maximum value of y = sin(x) less than or equal to x less than or equal to 2pi is _____ and occurs at x = _____. | Homework.Study.com
SOLVED:The graph of y=sinx over [0,2 π] is the of y=sinx.
Evaluate Integral from -π/2 to π/2 - ∫ x^2 sin xdx - CBSE Class 12 Sa
Prove that: sin(pi+x)cos (pi2+x)tan (3pi2-x)cot(2pi-x)sin(2pi-x)cos(2pi-x) ( - x)sin (3pi2-x) = n pi + pi 4 where n∈ N