Question
NP BISECTS MO AT Q IS MO-48 FIND OQ
Answers
GPT-4o mini
To solve the problem given, we start with the information provided:
1. **N, P, Q** are points on a line (assuming collinearity).
2. **NP bisects MO at Q**, which means Q is the midpoint of segment MO.
3. We need to find the length \( OQ \) if the entire length \( MO \) is given as 48 units.
Since Q is the midpoint of MO, we can use the properties of midpoints:
\[
OQ = \frac{MO}{2}
\]
Given that \( MO = 48 \), we have:
\[
OQ = \frac{48}{2} = 24
\]
Therefore, the length \( OQ \) is \( 24 \) units.
1. **N, P, Q** are points on a line (assuming collinearity).
2. **NP bisects MO at Q**, which means Q is the midpoint of segment MO.
3. We need to find the length \( OQ \) if the entire length \( MO \) is given as 48 units.
Since Q is the midpoint of MO, we can use the properties of midpoints:
\[
OQ = \frac{MO}{2}
\]
Given that \( MO = 48 \), we have:
\[
OQ = \frac{48}{2} = 24
\]
Therefore, the length \( OQ \) is \( 24 \) units.