What is the probability that a randomly chosen positive
three-digit integer is a multiple of $7$?
Is my answer right?:
$$\frac{100}{7} = 14 , \qquad \frac{999}{7} = 142$$
Then there are $142 – 14 = 128$ numbers that are multiples of $7$.
Then the probability is: $\frac{128}{900}$.
Best Answer
Yes, except that: