which two numbers have a quotient of 11
22/2
33/3
44/4
55/5
and so on
which two numbers have a quotient of 11
a)10 b)111 c)119 D)120
To find two numbers whose quotient is 11, we can set up an equation.
Let's assume the two numbers are x and y. According to the problem, their quotient (x divided by y) is equal to 11.
So we can write the equation as:
x / y = 11
To find the possible values for x and y, we need to consider that any multiple of 11 could be the numerator (x), and its corresponding multiple could be the denominator (y).
For example, if x = 11, y could be 1.
If x = 22, then y could be 2.
If x = 33, then y could be 3.
And so on.
In general, the possible values for x and y are multiples of 11 and their corresponding factors.
Hence, any pair of numbers that follow this pattern: (11a, a), where 'a' can be any positive integer, will have a quotient of 11.
The product of two numbers is 11. Their quotient is 11. What are the two numbers?