I can tell you the easiest way to find the answers is to search it up
<h3>Answer: </h3>
about 0.296
<h3>Explanation:</h3>
The probability is found from ...
... C(12, 2)×(1/6)^2×(5/6)^10 ≈ 66×0.0044863 ≈ 0.29609
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C(n, k) = n!/(k!(n-k)!)
C(12, 2) = (12·11)/(2·1) = 66 . . . . the number of ways 7s can show up in 12 rolls of the dice.
Taking DNA Samples<span> of Arrestees is a highly controversial topic as An arrestee is a </span>person arrested<span>for a </span>crime<span> and who </span>has<span> not yet </span>been convicted<span> for that offense. the </span>state's<span> CODIS </span>DNA<span> database (SDIS) to see if the </span>person has<span> a </span>criminal<span> of </span>collecting DNA<span> from </span>felons arrested<span> for </span>crimes<span> of violence and burglaries.</span>
Answer:
The percentage error is 5.56%
Explanation:
Given


Required
Determine the percentage error
Percentage error (P) is calculated as follows:






Hence:
<em>The percentage error is 5.56%</em>