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How To Find The Lcm And Hcf Of 510 And 92 Finding Lcm And Hcf Of 510 And 92 Lcm And Hcf

find lcm and Hcf of 510 and 92 Verify lcm and Hcf Is Equal
find lcm and Hcf of 510 and 92 Verify lcm and Hcf Is Equal

Find Lcm And Hcf Of 510 And 92 Verify Lcm And Hcf Is Equal Transcript. ex 1.1, 2 find the lcm and hcf of the following pairs of integers and verify that lcm × hcf = product of the two numbers. (ii) 510 and 92 finding hcf ∴ h.c.f = 2 510 = 2 × 3 × 5 × 17 92 = 2 × 2 × 23 finding l.c.m l.c.m = 2 × 2 × 3 × 5 × 17 × 23 = 23460 now, we have to verify that h.c.f × l.c.m = product of 2 numbers h.c.f × l.c.m = 2 × 23460 = 46920 product of two. This is a step by step video tutorial on how to find the hcf and lcm of two numbers (510 and 92).learn to find lcm and hcf of 510 and 92for more math videos.

how To Find the Lcm and Hcf of 510 and 92 finding lcm a
how To Find the Lcm and Hcf of 510 and 92 finding lcm a

How To Find The Lcm And Hcf Of 510 And 92 Finding Lcm A Solved example on lcm of 510 and 92. example 1. find the lcm and hcf of 510 and 92. solution: 510 = 2 × 3 × 5 × 17. 92 = 2 × 2 × 23. lcm (510, 92) = 2 2 × 3 × 5 × 17 × 23 = 23460. hcf (510, 92) = 2. example 2. the gcd and lcm of two numbers are 2 and 23460 respectively. if one number is 510, find the other number. solution:. So, the lcm of 510 and 92 is 23460. hcf of 510 and 92 by long division. step 1: divide 510 by 92 and check the remainder. step 2: make the remainder of the above step as the divisor and the divisor of the above step as the dividend and perform the long division again. so, the hcf of 510 and 92 is 2. Step 1: divide 510 (larger number) by 92 (smaller number). step 2: since the remainder ≠ 0, we will divide the divisor of step 1 (92) by the remainder (50). step 3: repeat this process until the remainder = 0. the corresponding divisor (2) is the hcf of 510 and 92. ☛ also check: hcf of 12, 16 and 18 = 2. hcf of 12 and 36 = 12. Follow the steps given below to find the highest common multiple of 510 and 92. step 1: divide 510 by 92 and check the remainder. step 2: make the remainder of the above step as the divisor and the divisor of the above step as the dividend and perform the long division again. step 3: continue till you get the remainder as 0 and the last divisor.

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