Math, asked by HiyaChatterjee, 1 year ago

for each of the following pairs of numbers verify that product by numbers is equal to the product of their HCF and LCM of 10 and 5​

Answers

Answered by jsinghkhalsa004
4

Hcf of 5 and 10 is 5 and lcm is 10

Hence product of no is 5*10=50

Also product of hcf and lcm is 5*10=50

So 50=50

Product of no=product of hcf and lcm


HiyaChatterjee: yes
HiyaChatterjee: I have a doubt
jsinghkhalsa004: What is that doubt ask me
HiyaChatterjee: I have not read yet this *
HiyaChatterjee: (*)
HiyaChatterjee: hello
jsinghkhalsa004: Yes
jsinghkhalsa004: Why you have reported this
HiyaChatterjee: I have not read yet this *
HiyaChatterjee: (*)
Answered by Anonymous
4

Answer:

Step-by-step explanation:

FACTORS OF 10 AND 5 ARE:

10=2*5

5=5*1

HENCE HCF=5

LCM=2*5=10

NOW  LCM*HCF = 5*10=50

PRODUCT OF NUMBERS=5*10=50

THEREFORE

PRODUCT OF NUMBERS= LCM*HCF


HiyaChatterjee: sir
Anonymous: read the solution first
HiyaChatterjee: sir I read already
Anonymous: Then multiplication of numbers=5*10=50,
Anonymous: and multiplication of numbers=5*10=50,
Anonymous: oh sorry Multiplication of HCF and LCM=5*10=50
HiyaChatterjee: thanks Sir
Anonymous: Both are same ,Hence verified
HiyaChatterjee: thanks
HiyaChatterjee: I wanted to brilliant you but someone else was pressed by mistake
Similar questions
Math, 7 months ago