Question

The ratio of Pickels packet and Sweets are 2:3 if there are 50 sweets how many pickel packet are there.??

Answer 1

Proper Question :

⇒The ratio of Pickels packets and sweets are 3:2 If There are 50 sweets then How many pickels packets are there ?

Given,

• The Ratio of Pickels Packet and Sweets are 3 :2
• There are 50 sweets.

To Find,

• Number of Pickel Packets .

Solution :

$\mapsto \underline{\sf{\pink{According \ to \ the \ First \ Case :}}}$

• The Ratio of Pickels Packet and Sweets are 3 :2

$\implies \boxed{\sf{\dfrac{Number \ of \ Pickels \ packet}{Number \ of \ Sweets } = \dfrac{3}{2}}}$

$\mapsto \underline{\sf{\pink{According \ to \ the \ Second \ Case :}}}$

• There are 50 sweets

$\implies \sf{Number \ of \ sweets = 50}$

$\implies \sf{\therefore Sweets = 50 = 2x}$

$\implies \sf{x = \dfrac{50}{2}}$

$\implies \boxed{\sf{x = 25}}$

Therefore,

$\boxed{\bold{\red{Number \ of \ Pickel \ Packets = 3x = 3(25) = 75}}}$

$\boxed{\bold{\red{Number \ of \ Sweets = 2x = 2(25) = 50}}}$

$\rule{200}2$

Answer 2

Correct Question :

The ratio of pickles packet and Sweets are 3:2 if there are 50 sweets how many pickle packet are there?

Answer :

$\boxed{\rm The\:number\:of\:pickle\:packets\:are\:3(25) = 75}$

(Optional)$\boxed{\rm The\:number\:of\:sweets\:are\: 2(25) = 50}$

Explanation :

● In the first case, there is given the ratio of pickle packets and sweets : $\boxed{\rm \dfrac{3}{2}}$

So, we can let the pickles and sweets be 3x and 2x. We've let 3x for pickles and 2x for sweets.

● While, in the second case, number of sweets are 50. So, let's find out the number of pickle packets :

:$\large\implies\mathrm{2x = 50}$

:$\large\implies\mathrm{x = \dfrac{50}{2}}$

:$\implies\boxed{\rm x = 25}$

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