Question

A recipe mixes water and juice in the ratio 3.4. if there is 27L of water in the water juice mixture, find the quantity of juice in the mix​

Answer 1

$\underline{\boxed{\bold{Question}}}$  

↠ A recipe mixes water and juice in the ratio 3:4. if there is 27L of water in the water juice mixture, Find the quantity of juice in the mix ?

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$\underline{\boxed{\bold{Important\;Information}}}$  

↠ Ratio is a expression in which two quantities are divided have same unit. If unit changes then ratio is called "RATE" . We can assume constant to solve problems related to Ratio.

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$\underline{\boxed{\bold{Given}}}$

↠ Ratio = 3 : 4

↠ Volume of water = 27 L

$\underline{\boxed{\bold{To \; find}}}$

↠ Volume of juice = "V"

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$\underline{\boxed{\bold{Answer}}}$

Let's Start !

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Let's solve the given ratio as follows :

$\boxed{:\leadsto Ratio = \frac{Volume\;of\;Water}{Volume\;of\;Juice} }$

$:\implies \frac{3}{4} = \frac{Volume\;of\;Water}{Volume\;of\;Juice}$

$:\implies \frac{3}{4} = \frac{27\; L}{Volume\;of\;Juice}$

$:\implies 3\times Volume\;of\;Juice = 27 \; L \times 4$

$:\implies Volume\;of\;Juice = 9\; L \times 4$

$\boxed{:\implies Volume\;of\;Juice = 36 \;L}$

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$\boxed{\boxed{\bold{\therefore Volume \;or\; Quantity \; of\;juice\;present = 36\;L}}}$

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Hope this helps u.../

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