Math, asked by Griezmann7660, 9 months ago

The HCF of the two numbers is 145 and the and their LCM is 2175 if one of the number is 25 find the other number

Answers

Answered by ayushmishra9108
0

Answer:

HCF=145,LCM=2175, one number is 25

  • Let other number be x

product of two numbers= HCF×LCM

or, 25=145×2175

or, x=145×2175/25

or,x=12,615

Hence, other number is 12615...

Answered by Anuragdeep
1

Step-by-step explanation:

HCF of two numbers = 145

HCF of two numbers = 145 LCM of two numbers = 2175

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x.

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula,

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula, product of two numbers = HCF × LCM

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula, product of two numbers = HCF × LCM we conclude that,

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula, product of two numbers = HCF × LCM we conclude that, 725 × x = 145 × 2175

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula, product of two numbers = HCF × LCM we conclude that, 725 × x = 145 × 2175 => x = 145 ×2175/ 725

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula, product of two numbers = HCF × LCM we conclude that, 725 × x = 145 × 2175 => x = 145 ×2175/ 725 => x = 435

HCF of two numbers = 145 LCM of two numbers = 2175 Let one of the two numbers be 725 and other be x. Using the formula, product of two numbers = HCF × LCM we conclude that, 725 × x = 145 × 2175 => x = 145 ×2175/ 725 => x = 435 Hence, the other number is 435.

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