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When a number A can be divided by another number B with a remainder of zero is called what?
I added A & B to your question for clarity. If a number (A) is divided by number (B) with no remainder, then A isdivisible by B. Also, it can be stated that B is a factor of A.
What is the answer to the sum of 15 divided by b and 6?
2.5
What is 128 divide b 14?
9.1429
B divided 5 equals 6?
B/5 = 6 means that 6 x 5 = B 6 x 5 = 30 Therefore, B = 30
What is the largest positive integer that leaves the same remainder when divided into each 99 and 204?
There is no such number. For suppose x was a number such that it keft the same remainder r, when divided by 99 and 204. Then x = 99a + r and x = 204b +r for some integers a and b. Consider y = x + 99*204 then y > x Now y = (99a + r) + 99*204 = 99*(a+204) + r so y leaves a remainder of r when divided by 99. Also y = (204b + r) + 99*204 = 204*(b+99) + r so y leaves a remainder of r when divided by 204. This contradicts the proposition that x is the maximum such number.
