Точки P Q R лежат на одной прямой Может ли точка Q лежать между P и R если PR=7 QR=7.6?
Ответы на вопрос
        
            Can point Q lie between points P and R if PR = 7 and QR = 7.6?
To determine if point Q can lie between points P and R, we need to compare the distances between P and Q, and between Q and R.
Given that PR = 7 and QR = 7.6, we can compare the lengths of PQ and QR to determine if Q lies between P and R.
If PQ + QR is equal to PR, then Q lies between P and R. If PQ + QR is greater than PR, then Q is outside the line segment PR. And if PQ + QR is less than PR, then Q is inside the line segment PR.
Let's calculate PQ + QR and compare it to PR:
PQ + QR = 7 + 7.6 = 14.6
Since PQ + QR (14.6) is greater than PR (7), we can conclude that point Q is outside the line segment PR and does not lie between points P and R.
Therefore, based on the given information, point Q cannot lie between points P and R.
Note: The sources provided did not contain specific information related to this question. The answer is based on mathematical reasoning and does not require external sources.
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