Question

one jar contains 5 litres of petrol which other contains 450ml. find the ratio of petrol of two jars​

Answer 1

➪ $\bold{\dfrac{Jar_{1}}{Jar_2} = \dfrac{5 \:\ell}{450\: m\ell}}$

➪ $\bold{\dfrac{Jar_{1}}{Jar_2} = \dfrac{5 \times 100\cancel{0}\: \cancel{m\ell}}{45\cancel{0}\:\cancel{m\ell}}}$

➪ $\bold{\dfrac{Jar_{1}}{Jar_2} = \dfrac{\cancel{500}}{\cancel{45}}}$

➪ $\bold{\dfrac{Jar_{1}}{Jar_2} = \dfrac{100}{9}}$

➪ $\bold{Jar_1 : Jar_2 =}$ $\boxed{\bold{\red{100 : 9}}}$

Answer 2

Answer:

100:9 is the right answer