Question

6 L of juice was poured equally into some bottles. there were 3/7 L of juice in each bottle. how many bottles were there?​

Answer 1

Answer:

      14 bottles

Step-by-step explanation:

Total quantity of juice = 6L

quantity of juice in each bottle = 3 / 7L

let number of bottles be 'x'

Total quantity of juice = quantity of juice in each bottle × number of bottles

6 = 3 / 7 × x

6 = 3x / 7

x / 7 = 6 / 3

x / 7 = 2

x = 7×2

x = 14 bottles

Answer 2

Answer:-

Your answer is 14 bottles .

GIVEN :-

• Total juice = 6 liters

• Juice in each bottles = 3/7 litres

To find :- No. of bottles

Explaination:-

$\tt \red{ \boxed { : \implies \tiny \blue{ \: no. \: of \: bottles \: = \frac{total \: juice \: }{juice \: in \: each \: bottl \: }}}}$

$\tt : \implies \bf \: no. \: of \: bottles \: = \frac{6}{ \frac{3}{7} }$

$\tt {\boxed{ : \implies \bf \: no. \: of \: bottles \: = 14}}$

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