Question

1.
The average of milk and
strawberry syrup in mixture 1 is 385 litres and the average of chocolate syrup and water in mixture 2 is 330 litres.
If these two mixtures are mixed together to form another mixture, where the ratio of milk and strawberry syrup for mixture 1 and the ratio of
chocolate syrup and water for mixture 2 is 2:5 and 1:2 respectively, then the quantity of water is how much less than strawberry syrup in the
resultant mixture?
220 litres
205 litres
110 litres
230 litres​

Answer 1

Answer:

same gggggggggggggggggsdgygg

Answer 2

Answer:

Water is 110 litres less than strawberry syrup in the resultant mixture.

Step-by-step explanation:

STEP 1:

Mixture 1,

Average quantity of milk & strawberry syrup=385 litres

Total quantity,

=385*2

= 770 litres

Mixture 2,

Average quantity of chocolate syrup & water=330 litres

Total quantity,

=330*2

= 660 litres

STEP 2:

These two mixtures are mixed together to form another mixture.

Where,

The ratio of milk and strawberry syrup for mixture 1

=2:5

So,

The quantity of strawberry syrup in new mixture

=5/7×770 litres

=5×110 litres

=550 litres

STEP 3:

Now,

The ratio of chocolate syrup & water in mixture 2

=1:2

So,

The quantity of water in new mixture

=2/3×660 litres

=2×220 litres

=440 litres

STEP 4:

So,

Water is

=550-440⇒110 litres less than strawberry syrup in the resultant mixture.

Practice more ratio problems. Links are given below:-

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