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Name: 
qquad Unit 6: Geometry
Date: 
qquad Per: 
qquad Homework 5: Triangles
Dlrections: Find each missing measure.
Directions: find the value of 
x.
7.
Directions: Classify each triangle by its angles and sides.
12
Directlons: Determine whether the statement is always, sometimes, or never true.
13. If a triangle is acute, then it is an equilateral triangle.
14. If a triangle has two acute angles it must be an acute triangle.
15. An obtuse triangle can have a right angle.

Name: \qquad Unit 66: Geometry\newlineDate: \qquad Per: \qquad Homework 55: Triangles\newlineDlrections: Find each missing measure.\newlineDirections: find the value of x x .\newline77.\newlineDirections: Classify each triangle by its angles and sides.\newline1212\newlineDirectlons: Determine whether the statement is always, sometimes, or never true.\newline1313. If a triangle is acute, then it is an equilateral triangle.\newline1414. If a triangle has two acute angles it must be an acute triangle.\newline1515. An obtuse triangle can have a right angle.

Full solution

Q. Name: \qquad Unit 66: Geometry\newlineDate: \qquad Per: \qquad Homework 55: Triangles\newlineDlrections: Find each missing measure.\newlineDirections: find the value of x x .\newline77.\newlineDirections: Classify each triangle by its angles and sides.\newline1212\newlineDirectlons: Determine whether the statement is always, sometimes, or never true.\newline1313. If a triangle is acute, then it is an equilateral triangle.\newline1414. If a triangle has two acute angles it must be an acute triangle.\newline1515. An obtuse triangle can have a right angle.
  1. Identify Triangle Type and Known Values: Identify the type of triangle and the known angles or sides to find xx.
  2. Use 303060-6090-90 Triangle Properties: Assuming it's a right triangle with angles 3030^\circ, 6060^\circ, and 9090^\circ, use the properties of a 3030-6060-9090 triangle to find xx.
  3. Apply Side Ratio to Find xx: In a 30609030^\circ-60^\circ-90^\circ triangle, the sides are in the ratio 1:3:21:\sqrt{3}:2. If the shortest side (opposite 3030^\circ) is 11, then the side opposite 6060^\circ (xx) is 3\sqrt{3}.
  4. Unable to Determine xx: However, without additional information about the sides or angles, we cannot determine the value of xx.

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