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Find √ 14 and 1/16

\sq \sqrt{14 (1)/(16) }


1 Answer

6 votes

Answer:


\mbox{\large (15)/(4)}

Explanation:

Find
\mbox{\large \sqrt{14\:(1)/(16)}}

Convert
\mbox{\large 14(1)/(16)} to mixed fraction:



\mbox{\large 14(1)/(16) = (14 * 16+ 1)/(16)} = (225)/(16)


\mbox{\large \sqrt{14\:(1)/(16)}} = \sqrt{(225)/(16)} = (√(225))/(√(16))


\mbox{\large √(225) = 15}


\mbox{\large √(16) = 4}}


\mbox{\large \sqrt{14\:(1)/(16)}} = (15)/(4)

User Rhldr
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