On a number line, let point p represent the largest integer value that is less than 407. le point q represent the largest integer value that is less than 68 − . what is the distance between p and q
problem N 1 if the question is On a number line, let point p represent the largest integer value that is less than 407. point q represent the largest integer value that is less than 68 . what is the distance between p and q
step 1 find the value of p we know that point p represent the largest integer value that is less than 407 so p=407-1-----> p=406
step 2 find the value of q point q represent the largest integer value that is less than 68 so q=68-1-----> q=67
step 3 find the distance between p and q
p=406 q=67 so distance=p-q-----> 406-67-----> distance=339 units
the answer is 339 units
Problem N 2 if the question is On a number line, let P represent the largest integer value that is less than the square root of 407. Let point Q represent the largest integer value that is less than the square root of 68. What is the difference between P and Q?
step 1 find the value of p we know that point p represent the largest integer value that is less than the square root of 407 so √407=20.17 p=20
step 2 find the value of q point q represent the largest integer value that is less than n the square root of 68 so √68=8.24 q=8
step 3 find the distance between p and q
p=20 q=8 so distance=p-q-----> 20-8-----> distance=12 units
