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MODERN PUBLICATION-LIMITS AND DERIVATIVES-EXERCISE
- Find lim(x rarr 0) f(x), where f (x) =|x|-5.
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- Find underset(xrarr0)lim f(x), where f(x)={(|x|/x, xne0),(0, x=0):}
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- Find underset(xrarr0)lim f(x), where f(x)={(|x|/x, xne0),(0, x=0):}
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- Let f(x)= {(|x|+1,",", x<0),(0,",", x=0),(|x|-1,",", x>0.):} For what...
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- If f(x)= {:(mx^(2)+n, x lt 0),(nx +m,0le x le 1),(nx^(3) +m, x gt 1):}...
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- Evaluate the following : lim(x rarr 0)(cos x)/(pi-x) .
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- Evaluate the following : lim(theta rarr 0)(1-cos theta)/(2 theta^2)...
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- Evaluate the following : lim(x rarr 0)(1-cos 4x)/(x^2) .
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- Evaluate the following : lim(x rarr 0)(1-cos 4x)/(x^2) .
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- Evaluate the following : lim(x rarr 0)(1-cos 2x)/(3x^2) .
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- Evaluate the following : lim(theta rarr 0)(1-cos 4 theta)/(1-cos 6 ...
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- Evaluate the following : lim(x rarr 0)(cos 2x-1)/(cos x-1) .
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- Evaluate the following : lim(xrarr 0)(1-cos mx)/(1-cos nx) , m, n b...
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- Evaluate the following : lim(xrarr 0)(1-cos 5x)/(1-cos 6x).
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- Evaluate the following : lim(theta rarr 0)(1-cos theta)/(1-cos 3 th...
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- Evaluate the following : lim(xrarr 0)(1-cos^2 x)/(3 tan^2 x) .
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- Evaluate the following : lim(xrarr 0)((1-cos 2x)/(sin^2 2x)) .
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- Evaluate the following : lim(xrarr 0)(2 sinx -sin 2x)/x^3 .
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- Evaluate the following : lim(xrarr 0)((3 sinx -sin 3x)/x^3) .
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- Evaluate the following : lim(x rarr 0)(sinx)/x .
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