SELECT * FROM question_mgmt as q WHERE id=950 AND status=1 SELECT id,question_no,question,chapter FROM question_mgmt as q WHERE courseId=3 AND subId=6 AND chapterId=94 and ex_no='1' AND status=1 ORDER BY CAST(question_no AS UNSIGNED) CBSE Free NCERT Solution of 12th mathematics Integrals begin align int left 1 x right sqrt x dx en

Question: \begin{align} \int\left(1-x\right).\sqrt {x}.dx\end{align}

Answer:

\begin{align} \int\left(1-x\right).\sqrt {x}.dx\end{align}

\begin{align} =\int \left(\sqrt {x} - x^\frac32\right).dx\end{align}

\begin{align} =\frac{x^{\displaystyle\frac32}}{\displaystyle\frac32} - \frac{x^{\displaystyle\frac52}}{\displaystyle\frac52}+C \end{align}

\begin{align} =\frac23\;x^\frac32\; - \frac25\;x^\frac52\;+C \end{align}

 

 


SELECT ex_no,question,question_no,id,chapter FROM question_mgmt as q WHERE courseId='3' AND subId='6' AND ex_no!=0 AND status=1 and id!=950 ORDER BY views desc, last_viewed_on desc limit 0,10
SELECT ex_no,question,question_no,id,chapter FROM question_mgmt as q WHERE courseId='3' AND subId='6' AND ex_no!=0 AND status=1 and id!=950 ORDER BY last_viewed_on desc limit 0,10

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