find the least which when divided by 36,24 and 48 leaves remainder 33,21 and 45 respectively.
Answers
Answered by
31
Take the LCM of .36, 24, 48
36 = 2×2×3×3
24= 2×2×2×3
48= 2×2×2×2×3
LCM = 2^4 × 3^2
LCM = 16×9
LCM = 144
now
difference in The remainder in each number is 3
36-33 => 3
24-21=> 3
48-45 => 3
so
144-3 = 141
Ans
36 = 2×2×3×3
24= 2×2×2×3
48= 2×2×2×2×3
LCM = 2^4 × 3^2
LCM = 16×9
LCM = 144
now
difference in The remainder in each number is 3
36-33 => 3
24-21=> 3
48-45 => 3
so
144-3 = 141
Ans
Answered by
14
hi
aim : to find Find the least which when divided by 36,24 and 48 leaves remainder 33,21 and 45 respectively
lcm of 36,24 and 28
=> 144
144/36 = 4
144/ 24= 6
144/48 = 3
now let us detect
36 - 33 = 3
24 - 21 = 3
48 - 45 = 3
now hcf of 3,3,3, = 3
so 144-3
= >141
hecne the answer is 141
hope it helps u
:)
aim : to find Find the least which when divided by 36,24 and 48 leaves remainder 33,21 and 45 respectively
lcm of 36,24 and 28
=> 144
144/36 = 4
144/ 24= 6
144/48 = 3
now let us detect
36 - 33 = 3
24 - 21 = 3
48 - 45 = 3
now hcf of 3,3,3, = 3
so 144-3
= >141
hecne the answer is 141
hope it helps u
:)
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