Problem

Question $26$ Not answered
Marked out of $1.00$
$0$ $11$ $b\right)\left(c+a$
If $a,b,c>0$ and $1\left($ \frac{ $a\right)\left(b+c\right)=1+$
$=1fraC\left($ $c\right)\left(a+b\right)1\right)$ then each fraction is equal to
$b=$
Select $One$
a. $114$ $○$
b. $113$ $○$
c. $112$ $O$
d. 1 $O$

Other

Solution

Qanda teacher - utkarsh027

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Question $2O$ $N0ty$ yet answered $MarkeC$ $dout0F1.00$ $pF\bar{l\square g} $ question
$A$ Statistics exam scores are approximately distributed normally with mean $80$ and standard deviation 5. Then find the
Probability that student $get$ score $90$ or more
Select $\square \square e$
$A,0.0227$
$5,0.0337$
$E.DD117$
$d,\square .B337$

10th-13th grade

Probability and Statistics