There is no need to submit any assignments, which are mainly for practice.

<pre aria-label="Console Output" class="GPWVOE5CB5B" id="rstudio_console_output" role="document" style="font-family: &quot;Ubuntu Mono&quot;, monospace; font-size: 13.3333px; outline: none; border-width: initial; border-style: none; border-color: initial; margin-bottom: 0px; user-select: text; line-height: 16.6667px; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255);" tabindex="0"><span class="GPWVOE5CC5B" role="document" style="outline: none;" tabindex="-1"><span class="GPWVOE5CI5B ace_keyword" style="color: blue; text-wrap-mode: nowrap; user-select: text;">> </span><span class="GPWVOE5CH4B ace_keyword" style="color: blue;">log2(2^5) </span><span class="GPWVOE5CB5B" style="outline: none; border: none; word-break: break-all; margin: 0px; user-select: text;">[1] 5 </span></span><span class="GPWVOE5CC5B" role="document" style="outline: none;" tabindex="-1"><span class="GPWVOE5CI5B ace_keyword" style="color: blue; text-wrap-mode: nowrap; user-select: text;">> </span><span class="GPWVOE5CH4B ace_keyword" style="color: blue;">log(exp(1)*exp(1)) </span><span class="GPWVOE5CB5B" style="outline: none; border: none; word-break: break-all; margin: 0px; user-select: text;">[1] 2 </span></span><span class="GPWVOE5CC5B" role="document" style="outline: none;" tabindex="-1"><span class="GPWVOE5CI5B ace_keyword" style="color: blue; text-wrap-mode: nowrap; user-select: text;">> </span><span class="GPWVOE5CH4B ace_keyword" style="color: blue;">help() </span></span><span class="GPWVOE5CC5B" role="document" style="outline: none;" tabindex="-1"><span class="GPWVOE5CI5B ace_keyword" style="color: blue; text-wrap-mode: nowrap; user-select: text;">> </span><span class="GPWVOE5CH4B ace_keyword" style="color: blue;">plot(x,y,xlab = "x-axis")</span></span></pre><pre aria-label="Console Output" class="GPWVOE5CB5B" id="rstudio_console_output" role="document" style="font-family: &quot;Ubuntu Mono&quot;, monospace; font-size: 13.3333px; outline: none; border-width: initial; border-style: none; border-color: initial; margin-bottom: 0px; user-select: text; line-height: 16.6667px; color: rgb(0, 0, 0); background-color: rgb(255, 255, 255);" tabindex="0"><span class="GPWVOE5CC5B" role="document" style="outline: none;" tabindex="-1"><span class="GPWVOE5CH4B ace_keyword" style="color: blue;"><img alt="" src="data:image/png;base64,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"></span></span></pre>