2 thoughts on “MP Jabalpur ♥~<br /><br />Two palm oil cans have 45 and 130 litres of palm oil. find a can of maximum capacity which can exactly m”
And I’m from Delhi
Good Evening
Given:
✰ Two palm oil cans have 45 and 130 litres of palm oil.
To find:
✠ A can of maximum capacity which can exactly measure the palm oil in two cans.
Solution:
Let’s understand the concept first!
Here in this question we need to find HCF ( highest common factor). HCF is nothing but the highest or greatest factor that divides the given number, and that is equal to a can of maximum capacity which can exactly measure the palm oil in two cans.
Let’s find it…
First find factors of 45 and 130 respectively by using prime factorization method.
HCF of the highest common factor multiply the common factors which are present in both the numbers.
By using prime factorization method,
➛ Factors of 45 => 3, 3, 5
➛ Factors of 130 => 2, 5, 13
➤ Highest common factor = 5
➤ A can of maximum capacity = 5 litres
∴ A can of 5 litres capacity can exactly measure the palm oil in two cans.
And I’m from Delhi
Good Evening
Given:
✰ Two palm oil cans have 45 and 130 litres of palm oil.
To find:
✠ A can of maximum capacity which can exactly measure the palm oil in two cans.
Solution:
Let’s understand the concept first!
Here in this question we need to find HCF ( highest common factor). HCF is nothing but the highest or greatest factor that divides the given number, and that is equal to a can of maximum capacity which can exactly measure the palm oil in two cans.
Let’s find it…
First find factors of 45 and 130 respectively by using prime factorization method.
HCF of the highest common factor multiply the common factors which are present in both the numbers.
By using prime factorization method,
➛ Factors of 45 => 3, 3, 5
➛ Factors of 130 => 2, 5, 13
➤ Highest common factor = 5
➤ A can of maximum capacity = 5 litres
∴ A can of 5 litres capacity can exactly measure the palm oil in two cans.
____________________________
Answer:
to solve this find the HCF of 45 and 130