Question

h c f for the following pair of numbers using euclid algorithm 240 and 155

Answer 1

Given:

240 and 155

To find:

The HCF of the given numbers

Solution:

HCF is the highest common factor which is the highest factor of the given numbers which is multiplied by all the given numbers

here we have to find the HCF by the Euclid algorithm which uses the remainder theorem until we get the remainder as 0 to get the HCF of the given terms

The HCF can be calculated as:

• 240 = 155×1 + 85
• 155 = 85×1 + 70
• 85 = 70×1 + 5
• 70 = 5×14 + 0

The last divisor is 5

Hence the HCF of 240 and 155 is 5

Answer 2

Answer:

if I do no this answer sorry........