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What is an easy rule of divisibility for 11?
Sum the digits in the odd positions in the integer. Sum = XSum the digits in the even positions in the integer. Sum = YIf X - Y is a multiple (including negative or 0), then the given integer is divisible by 11.
The sum of a positive integer and a positive integer is?
A positive integer plus a positive integer is equal to a positive integer. For example, 2 + 2 = 4. The two digits being added together are called the addends, while the answer is called the sum.
Is 1212121212.... an integer?
If it ever ends, then it is.If there are no digits after the decimal point, it's an integer.
Is 3.5 a odd integer?
It is not an integer, since it has digits after the decimal point.
What is the integer equal to 50?
50 IS an integer- - - so the integer equal to it is..... 50
If a number with two digits is equal to four times the sum of its digits the number formed by reversing the order of the digits is 27 greater than the given number what is the number?
36
Is 3.14 an integer?
Any number that has non-zero digits after the decimal point is NOT an integer.
What numbers make a product of its digits are 6?
let this integer be (xy) (xy) = 10x + y 10x+y = 2.x.y 10x + y - 2xy = 0 2x.(5-y) +y= 0 x= y / 2(y-5) when the integer provides this condition, it is equal to twice the product of its digits. And there is such only one integer. 36
Is a number with two digits is equal to four times the sum of its digits the number formed by reversing the order ofthe digits is 27 greater than the given number what is the number?
The number is 36.
Is a negative integer times a negative integer equal to a positive integer?
Yes, and also a negative integer divided by a negative integer is equal to a positive number (but not necessarily an integer).
Is 0.50 a integer number?
Any number that has non-zero digits after the decimal point is NOT an integer.
What is the difference between modular arithmetic and ordinary arthmetic?
given any positive integer n and any integer a , if we divide a by n, we get an integer quotient q and an integer remainder r that obey the following relationship where [x] is the largest integer less than or equal to x
