Find the smallest number which on being added 23 to it is exactly divisible by 32 36 48 and 96
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Answered by
18
Answer:
x+23 =lcm of 32,36,48and 96 =2^6×3^2=576. x+23 =576. x=576-23=553. Hence, the required smallest number is 553 when added 23 to it exactly divisible by 32,36,48 and 96.
Answered by
2
Answer:
553
Step-by-step explanation:
let the required number be x
x+23=lcm of 32,36,48and 96
2⁶*3²=576
x+23=576
x=576-23
x=553
Hence the smallest number is 553 in which is exactly divisible by 32,36,48 and 96.
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