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then we would see that we are integrating an expression of the form (x) (x) (which we in fact encountered among our differentiation rules in Section 2.5). As we know, expressions like this arise from differentiating log (x). Returning to the original problem, we pose our initial guess as log[x 2 + 3]. Differentiation of this expression gives the answer 2x/[x 2 + 3]. This is close to what we want, but we must adjust by a factor of 1/2. We write our nal answer as x 1 dx = log[x 2 + 3] + C. 2 x2 + 3 You Try It: Calculate the inde nite integral xe3x EXAMPLE 4.3 crystal reports barcode font ufl 9.0 Barcode Font Encoder Formulas for Crystal Reports Tutorial Easily create barcodes in Crystal Reports using fonts without installing UFLs* or DLLs. ... Supports generation of Code 128, GS1-128, Code 39, DataBar, Interleaved 2 of 5, UPC, EAN, USPS IMb, Postnet, Data Matrix ECC200, QR-Code, PDF417 and others. ... 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