Question

1. Two numbers are in the ratio 11:7. If the
smaller number is 700, what is the larger
number?​

Answer 1

NOTE :- REFER TO THE ATTACHMENT

Answer 2

Answer:

Required \: larger \: number = 1100Requiredlargernumber=1100

Step-by-step explanation:

Ratio \: of \: two \: numbers = 11:7 \:(given)Ratiooftwonumbers=11:7(given)

\begin{gathered} Let \: Larger \: number = 11x \\and\\Smaller \: number = 7x \end{gathered}

LetLargernumber=11x

and

Smallernumber=7x

7x = 700 \: (given)7x=700(given)

\implies x = \frac{700}{7}=100⟹x=

7

700

=100

\begin{gathered} Now ,\\larger \: number = 11x\\=11\times 100\\=1100\end{gathered}

Now,

largernumber=11x

=11×100

=1100

Therefore,

Required \: larger \: number = 1100Requiredlargernumber=1100

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