Question

2. Find the LCM and HCF of the following pairs of integers and verify that LCM X HCF =
product of the two numbers.

(i) 510 and 92​

Answer 1

92=2×2×23

510=2×3×5×1792=2×2×23

HCF=2

LCM=23460

LCM X HCF =product of the two numbers

2×23460 =. 510×92

46920 =46920

Hope it helps you

Answer 2

Answer:

Hope it helps ;)

Step-by-step explanation:

LCM

510=2×3×5×17

92=2×2×23

Therefore, Lcm= 2×2×3×5×17×23 (Common factors×Non common factors)

LCM=23460

HCF

HCF=2 (Common factor)

LCM×HCF= 23460 × 2 = 46920

Verification

HCF(510,92) × LCM(510,92) = 510 ×92

46920 = 46920

LHS=RHS Proved