# Pascal triangle just got better

What will be the value of the $$10^\text{th}$$ expression (applying operation from left to right).

$\begin{array} {lc} \text{First expression} & 1 \\ \text{Second expression} &1\div1 \\ \text{Third expression} & 1\div2\div1 \\ \text{Fourth expression} & 1\div3\div3\div1\\ \text{Fifth expression} & 1\div4\div6\div4\div1\\ \text{Sixth expression} & 1\div5\div10\div10\div5\div1\\ \text{Seventh expression} & 1\div6\div15\div20\div15\div6\div1 \end{array}$

If you are getting answer like $$w.xyz\times10^{a}$$ after correction to three decimal places, then enter it as $$w.xyzE+a$$

Clarification: $$E$$ represents E notation

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