They aren't different. Here is the graph of cot(x) with asymptotes at x = n pi: graph{cot(x) [-10, 10, -5, 5]} Here is the graph of 1/tan(x) with asymptotes at x = n pi: graph{1/(tan(x)) [-10, 10, -5, 5]} …

No. Why would we say it is -oo rather than oo? Here is the graph of tangent: graph{tan(x*pi/180) [-262.7, 117.4, -130.2, 59.8]} As the angle approaches 270^@ from one side, the tangent …

May 6, 2017 · Know that the parent function is y = x2. This is where we start and so our starting function looks like this: y = x2 graph {x^2 [-10.04, 9.96, -1, 9]} Looking at just y = (x −3)2 the …

How do you find the integral of #x^5*e^ (x^2) #? On a farm there are chickens and cows. Together they have #200# legs and #75# heads. How many cows and chickens are there on the farm? …

Amplitude: 1 Period: 6 See graphical depiction. For y = a f ( b x + c ) + d, where f is cos, sin, csc or sec, the period is ( 2 pi )/abs b. If f is tan or cot, the period is pi/abs b. When f is cos or sin, …

Or you can graph given equations, the answer will be the intersection of two lines.

Jul 18, 2018 · The slope of the tangent line to any curve is dy dx Since we know how to convert between Cartesian and polar coordinates, we can do a chain rule substitution: dy dx = dy dθ …

Check below. logx=0 <=> (x=1) [unique] graph of y=logx is graph {logx [-10, 10, -5, 5]} graph of -logx should be the graph of logx rotated around the x axis graph {-logx [-10, 10, -5, 5]} -logx …

Hence, #f (x)# has the graph of the standard parabolic function #y=x^2# shifted by 2 units positive ("Up") on the #y-# axis.

c. The equation of a function is a relationship between the variables. For example, y=2x is an equation, and this means y is proportional to x. The equation y=1/4cos ( (2pi)/3theta) is a …