Question 528338
<pre><font size = 4><b>

&#9856;&#9856;   &#9856;&#9857;   &#9856;&#9858;   &#9856;&#9859;   <font color="red">&#9856;&#9860;  &#9856;&#9861;</font>

&#9857;&#9856;   &#9857;&#9857;   &#9857;&#9858;   <font color="red">&#9857;&#9859;   &#9857;&#9860;</font>  &#9857;&#9861;

&#9858;&#9856;   &#9858;&#9857;   <font color="red">&#9858;&#9858;   &#9858;&#9859;</font>   &#9858;&#9860;  &#9858;&#9861;

&#9859;&#9856;   <font color="red">&#9859;&#9857;   &#9859;&#9858;</font>   &#9859;&#9859;   &#9859;&#9860;  &#9859;&#9861;

<font color="red">&#9860;&#9856;   &#9860;&#9857;</font>   &#9860;&#9858;   &#9860;&#9859;   &#9860;&#9860;  &#9860;&#9861;

<font color="red">&#9861;&#9856;</font>   &#9861;&#9857;   &#9861;&#9858;   &#9861;&#9859;   &#9861;&#9860;  &#9861;&#9861;

All the rolls that have sum 6 or 7 are colored red.
If you count them there are 11 red ones out of 36 rolls.
So the probability is 11 out of 36 or {{{11/36}}} or .30555555555555...,

Rounded to two decimal places .31
Rounded to three decimal places .306
Rounded to four decimal places .3056





Edwin</pre>