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<blockquote data-quote="Phoenix" data-source="post: 9871" data-attributes="member: 10"><p><strong>WOW!</strong></p><p></p><p></p><p>lim is limit, it is what a function approaches as you approach a number.</p><p></p><p>Lets say you had a function</p><p></p><p>f(x)= x + 1</p><p></p><p>and you wanted to find the limit of the function as it approached 1.</p><p></p><p>You would take values of x that are close to one.</p><p>x={1.1,1.01,1.001,1.0001}</p><p>if you put them in the above function you would get</p><p></p><p>f(1.1)=1.1+1=2.1</p><p>f(1.01)=1.01+1=2.01</p><p>f(1.001)=1.001+1=2.001</p><p>f(1.0001)=1.0001+1=2.0001</p><p></p><p>thus as x -> 1 the limit of f[x] approaches 2 for the function I gave as an example.</p></blockquote><p></p>
[QUOTE="Phoenix, post: 9871, member: 10"] [b]WOW![/b] lim is limit, it is what a function approaches as you approach a number. Lets say you had a function f(x)= x + 1 and you wanted to find the limit of the function as it approached 1. You would take values of x that are close to one. x={1.1,1.01,1.001,1.0001} if you put them in the above function you would get f(1.1)=1.1+1=2.1 f(1.01)=1.01+1=2.01 f(1.001)=1.001+1=2.001 f(1.0001)=1.0001+1=2.0001 thus as x -> 1 the limit of f[x] approaches 2 for the function I gave as an example. [/QUOTE]
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