Question

Find the HCF and LCM of the following and show the results LCM*HCF=product of both number 150,75​

Answer 1

Step-by-step explanation:

LCM of (150,75)= 150

LCM × HCF = product of two numbers

150× HCF. = (150)(75)

150× HCF. = 11250

therefore HCF = 11250/ 150

=75

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Answer 2

Answer:

hiii hlo myself Sheetal pandey

Step-by-step explanation:

(150,75)

factors of 150

150= 2×3×5×5

factor of 75

75=3×5×5

then we find hcf

hcf= smallest power of common factor

hcf=then comman factor is 3 and 5 smallest power of 3 is 3 and smallest power of 5 is (5)² so hcf= (5)²×3=75

then lcm= product of all number having greatest power

lcm= then the factor of 150 is 2×3×5×5 .we can also written as 2×3×(5)² then the LCM is 2×3×(5)²=150.

LCM= 150

HCF = 75

then verify lcm× hcf= product of two numbers

let one number a and second number b

lcm ×hcf= a×b

150×75=150×75

11250=11250

hence proved