Question
Quadrilateral STUV is a square. What is m∠UTW?
T
U
V
S
W
m∠UTW=
°
T
U
V
S
W
m∠UTW=
°
Answers
GPT-4o mini
To determine the measure of angle \( m\angle UTW \) in square STUV, we need to analyze the figure.
In a square:
- Each angle is \( 90^\circ \).
- Points T, U, V, and S are the vertices of the square, with T and U adjacent (T is at the bottom left and U is at the bottom right if we consider the square oriented in a typical way).
Assuming W is a point somewhere inside or outside the square (without additional information on its location), we need to consider the positions of T, U, and W.
If W is a point on a line extended from TS or UV or in any other specific location, we can determine the angle. However, since you didn't provide a specific location for point W, we cannot precisely calculate \( m\angle UTW \).
If W is at the midpoint of line segment TU, then \( m\angle UTW \) would be \( 90^\circ \).
If you can provide more details regarding the placement of point W, I can help you determine the exact measure of \( m\angle UTW \). Otherwise, with the given information, we cannot definitively state the angle.
In a square:
- Each angle is \( 90^\circ \).
- Points T, U, V, and S are the vertices of the square, with T and U adjacent (T is at the bottom left and U is at the bottom right if we consider the square oriented in a typical way).
Assuming W is a point somewhere inside or outside the square (without additional information on its location), we need to consider the positions of T, U, and W.
If W is a point on a line extended from TS or UV or in any other specific location, we can determine the angle. However, since you didn't provide a specific location for point W, we cannot precisely calculate \( m\angle UTW \).
If W is at the midpoint of line segment TU, then \( m\angle UTW \) would be \( 90^\circ \).
If you can provide more details regarding the placement of point W, I can help you determine the exact measure of \( m\angle UTW \). Otherwise, with the given information, we cannot definitively state the angle.