Question
If the highest common factor of two numbers is 12, then
which of the following may be the least common multiple of the numbers?Solution
Least common multiple of the numbers must be divisible by their highest common factor. Among the options, only 108 is divisible by 12. So, 'possible least common multiple of the numbers is 108'.
15.232 + 39.98% of 539.99 = ? Γ 6.99
β1600.13 x β4355.99 Γ· 329.98 + 1223.23 = ?
4999.99 Γ· 10.25 + 379.99 - 160.25 = ?Β
(1680.23 Γ· 27.98) + (600.32 Γ· 23.9) + 1384.11 = ?
157.78% of 4820 + 92.33% of 2840 = ? + 115.55% of 1980
440.11 Γ· 21.98 Γ 5.14 β 72.9 = β?Β
3245.69 + ? β 3112.48 = 2654.87 β 2412.92
587.89 - (342.99) 0.99 + 139.99% of (5.01) 0.99 = 2.99 ? + (2.99) 1.98
(34.03 + 101.98) Γ· 17.211 = 89.9 β 25.23% of ?