5. 6. The product of two numbers is 864. If their L.C.M. is 72, what is then 7. The H.C.F. of two numbers is 145 and their L.C.M. is 2175. If one of the numbers is 435, find the other Can two numbers have 14 as their H.C.F. and 276 as their L.C.M.? Give reasons. The product of two numbers is 6400. If their H.C.F. is 16, find their L.C.M. number. 8. nber.
Answers
Answer:
Solution:
Solution:Given:
Solution:Given:LCM = 72 and
Solution:Given:LCM = 72 andProduct of two numbers is 864
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:(LCM × HCF) of two numbers = Product of two numbers
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:(LCM × HCF) of two numbers = Product of two numbersCalculation:
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:(LCM × HCF) of two numbers = Product of two numbersCalculation:According to the formula, we have
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:(LCM × HCF) of two numbers = Product of two numbersCalculation:According to the formula, we have72 × HCF = 864
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:(LCM × HCF) of two numbers = Product of two numbersCalculation:According to the formula, we have72 × HCF = 864⇒ HCF = 864/72 = 12
Solution:Given:LCM = 72 andProduct of two numbers is 864Formula used:(LCM × HCF) of two numbers = Product of two numbersCalculation:According to the formula, we have72 × HCF = 864⇒ HCF = 864/72 = 12∴ The HCF of two numbers is 12.
Step-by-step explanation:
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