Question

Dhudnath has two vessels containing 720 ml and 405 ml of milk respectively. Milk from

these containers is poured into glasses of equal capacity to their brim. Find the minimum

number of glasses that can be filled.

Answer 1

Answer:

The minimum of glasses that can be filled is 25.

Step-by-step explanation:

Given : Dhudnath has two vessels containing 720 ml and 405 ml of milk respectively. Milk from these containers is poured into glasses of equal capacity to their brim.

To Find : The minimum number of glasses that can be filled ?

Solution :

Dhudnath has two vessels containing 720 ml and 405 ml of milk respectively.

First we find the highest common factor of these quantities,

$720=2\times 2\times2\times2\times3\times3\times5$

$405=3\times3\times3\times3\times5$

$HCF(720,405)=3\times3\times5$

$HCF(720,405)=45$

The minimum quantity is 45 ml.

Now, The minimum number of glasses to be filled is

Ist vessel $\frac{720}{45}=16$

IInd vessel $\frac{405}{45}=9$

So, The minimum of glasses that can be filled is 16+9=25.

Therefore, The minimum of glasses that can be filled is 25.

Answer 2

Answer:

45ml and 25 glasses

Step-by-step explanation

first we need to take the HCF of 7 20 and 405 we will get the answer is 45 ml which is the capacity of a glass.

Then II process by which we can find answer is dividing the number 720 by 45 and 405 by 45 then we will get the answer as 25 glasses