Answer:
(B) and (D)
Step-by-step explanation:
The given set of inequality is :
\(x+10<50\)
(A) Put x=84 in the given set of inequality, we have
\(84+10<50\)
\(94<50\)
which is not possible, therefore this option is not correct.
(B) Put x=16 in the given set of inequality, we have
\(16+10<50\)
\(26<50\)
which is possible, thus this option is correct.
(C) Put x=50 in the given set of inequality, we have
\(50+10<50\)
\(60<50\)
which is not possible, therefore this option is not correct.
(D) Put x=39 in the given set of inequality, we have
\(39+10<50\)
\(49<50\)
which is possible, thus this option is correct.
(E) Put x=41 in the given set of inequality, we have
\(41+10<50\)
\(51<50\)
which is not possible, therefore this option is not correct.
(F) Put x=40 in the given set of inequality, we have
\(40+10<50\)
\(50<50\)
which is not possible, therefore this option is not correct.
