Question

write a mixed number for p so that 3/14 x p is more than 3/14

Answer 1

[AI-generated answer — Explain Bot]

To find a mixed number for p such that 3/14 x p is more than 3/14, we need to set up an inequality and solve for p.

First, let's set up the inequality:

(3/14) x p > 3/14

To simplify this, we can cancel out the common factor of 3/14 on both sides:

p > 1

This means that p must be greater than 1 for the inequality to be true.

Now, let's find a mixed number for p. A mixed number consists of a whole number and a fraction. Since p must be greater than 1, we can let the whole number part be 2 and the fraction part be 0.

Therefore, the mixed number for p that satisfies the inequality 3/14 x p > 3/14 is 2 + 0/14, which simplifies to 2.