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Presumably by "COS" you mean Carbonyl Sulfide. US-EPA lists carbonyl sulfide as a "hazardous air pollutant". So presumably emitters of this compound (other than cabbage farmers) are required to self measure, and describe how they are controlling its emission. I find no direct reference to a limit on emissions.
What else can I help you with?
Why did they stop making Yamaha banshee?
Epa and Emissions
Limit x approaches infinity for cos of x?
The limit does not exist.
Find the limit of the sequence cos5n?
cos(5/n) = cos(0) --> 1
Is a 2010 Kia Sportage smog emissions equipped?
Of coarse. EPA emmissions.
If f(x) cos(2x).cos(4x).cos(6x).cos(8x).cos(10x) then find the limit of 1 - f(x)35(sinx)2 as x tends to 0 (zero).?
I'm sorry the question is not correctly displayed. If f(x) = cos(2x).cos(4x).cos(6x).cos(8x).cos(10x) then, find the limit of {1 - [f(x)]^3}/[5(sinx)^2] as x tends to 0 (zero).
What is the limit as x approaches 0 of 1 plus cos squared x over cos x?
2
What is the cos of the number Infinite?
The answer is undefined becaus infinite has no limit.
Epa term used to define a chemical whose total emissions or releases?
toxic chemicals
Limit when x goes to 0 tanx divided by x?
tan x = sin x / cos x, so:lim (tan x / x) = lim (sin x / x cos x). Since it is known that the limit of sin x / x = 1, you have lim 1 / cos x = 1 (since cos 0 = 1).tan x = sin x / cos x, so:lim (tan x / x) = lim (sin x / x cos x). Since it is known that the limit of sin x / x = 1, you have lim 1 / cos x = 1 (since cos 0 = 1).tan x = sin x / cos x, so:lim (tan x / x) = lim (sin x / x cos x). Since it is known that the limit of sin x / x = 1, you have lim 1 / cos x = 1 (since cos 0 = 1).tan x = sin x / cos x, so:lim (tan x / x) = lim (sin x / x cos x). Since it is known that the limit of sin x / x = 1, you have lim 1 / cos x = 1 (since cos 0 = 1).
How do you solve the limit as x approaches 90 degrees of cos 2x divided by tan 3x?
Take the limit of the top and the limit of the bottom. The limit as x approaches cos(2*90°) is cos(180°), which is -1. Now, take the limit as x approaches 90° of tan(3x). You might need a graph of tan(x) to see the limit. The limit as x approaches tan(3*90°) = the limit as x approaches tan(270°). This limit does not exist, so we'll need to take the limit from each side. The limit from the left is ∞, and the limit from the right is -∞. Putting the top and bottom limits back together results in the limit from the left as x approaches 90° of cos(2x)/tan(3x) being -1/∞, and the limit from the right being -1/-∞. -1 divided by a infinitely large number is 0, so the limit from the left is 0. -1 divided by an infinitely large negative number is also zero, so the limit from the right is also 0. Since the limits from the left and right match and are both 0, the limit as x approaches 90° of cos(2x)/tan(3x) is 0.
What year did the epa start regulating auto emissions?
1973 first year of pollution control devices
What is the spark plug gap on Lincoln LS?
.044" - Check the EPA Emissions Label in the engine compartment.
