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lim(x-->0) (3x-2x/4x-3x) is equal to |
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Answer» It continues to be 0/0, so we will apply L-Hospital rule lim(x-->0) (3x-2x/4x-3x) = lim(x-->0) (3xln3 - 2x ln2 / 4xln4 - 3x ln3) apply limit = ln3 - ln2 / ln4 - ln3 = ln(3/2) x ln (3/4) |
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