Lecture 4(evening)

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            A <em> computer </em> is a <sup> digital </sup> electronic machine </mark> that can be <small>    programmed </small>     to carry out sequences of arithmetic or logical operations automatically. <del> Modern computers can perform generic sets of operations </del> known as <ins> programs </ins>.
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             h <sub> 2 </sub> O
             log<sub>x</sub><sup>y <sup>z</sup></sup>
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" alt="Image not found">
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" alt="Image not found">
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                            <td height="33%">
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                        </tr>
                       

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