Question

find the greatest number which when divide 195,259 and 2947 leaves remainder 3 in each cases​

Answer 1

Step-by-step explanation:

7575, 123, =3x5x5

123=3x41

195=3x5x13

therefore the largest number that will divide 75, 123, and 195 is 3. However this does not “leave a remainder of 3”. In this context leaving a remainder of 3 does not make sense. Perhaps what was meant was : ‘what is the smallest number which when divided by the lowest common multiple of 75, 123, and 195 will leave will leave a remainder of 3. If this is what is meant then we calculate the LCM (lowest common multiple) which is 3x5x5x13x41= 38,975. Then add 3 to the LCM 38,975+3=38,978. Thus 38,978 is the lowest number that leaves a remainder of 3 when divided by the lowest common divisor of 75, 123, and 175.

answered.byN.gokulchandra

Answer 2

Answer:

64 is the answer

Step-by-step explanation:

hope this helps you. . . . . . . .