y=x3ex
your first bet is to find the domain, the set of all possible x values
for x3 and e2
in this case theres no restriictions in the domain meaning any real number can be used so you can consider everything properly
noww look at each segment x3 and ex as x approaches negative and positive infinity
as as x approaches positive infinity x3 and ex both approach positive infinity
no asymptote is seen
BUT as x approaches negative infinity x3approaches negative infinity while ex approaches 0. now you have to see which one of the two moves faster
ex approaches zero much faster than x3 approaches negative infinity
so the horizontal asymptote is 0
An asymptote is the tendency of a function to approach infinity as one of its variable takes certain values. For example, the function y = ex has a horizontal asymptote at y = 0 because when x takes extremely big, negative values, y approaches a fixed value : 0. Asymptotes are related to limits.
A horizontal line is a perfectly streight line that has a slope of 0. Ex. ____________________________________________________________ <---example
Horizontal photography is creating images that are longer in length rather than in height. EX: http://digital-photography-school.com/wp-content/horizontal-1.jpg http://digital-photography-school.com/using-horizontal-lines-in-photography
Yes. (Ex. a trapezoid)
You would need a point ex: (4,5) y=5 if its a horizontal line you just write y=(value of y on the given point)
ex3
You look up where he lives, then you find him and slap him for braking up with you!! You can find your ex boyfriend by using Facebook or Myspace.
Veritcal asymptotes are where the denominator of a fraction becomes 0 and the value of f(x) becomes undefined. Set the denominator to 0 and solve.Horizontal asymptotes are values of f(x) when x→∞ and x→-∞Two examples:f(x)=3x² / (x²+1)Vertical:Set (x²+1)=0 and solve for x.x²=-1 has no answers, so there is no vertical asymptote.Horizontal:Divide all terms by the highest power of x to eliminate unimportant valuesdividing by x², you get 3 / (1 + (1/x²))As x→∞ then 1/x² vanishes, leaving 3/1=3, so there is an asymptote at y=3f(x)=(x-3) / (x²+3x)Vertical:Set (x²+3x)=0 and solve. x={0,-3} so there are vertical asymptotes at 0 and -3Horizontal:Divide out by x²(x/x² - 3/x²) / (x²/x² + 3x/x²) as x→∞The terms in the numerator all vanish, making the answer 0, so there is a horizontal asymptote at 0.Enjoy.■A vertical asymptote also exists for the value of x (assuming a function of x) where the function becomes undefined. For instance:f(x) = ln (x). The logarithmic function is not defined for x
A 2x2 matrix has two rows (horizontal) and two columns (vertical). Ex: [1 0] [0 1]
horizontal integration is partnering with other firms in the same or similar industries. vertical integration is partnering with companies that provide some service in the supply chain, ex. suppliers or vendors, of your industry.
facebook her/him.
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