25 Questions
What is the length of BT?
3
If the length of AT is 4, what is the length of CT?
3
If the length of BT is 3, what is the length of AT?
4
What is the length of CT if AT is 5?
1
What is a possible length for AT?
4
What is the name of the school mentioned?
E Badian National High School
What is the name of the Philippine province where the school is located?
Cebu
What type of test is being administered?
Fourth Periodical Test
What subject is the test for?
Math
What grade level is the test for?
Grade 8
What is the measure of the smallest angle in the diagram?
20°
What is the sum of the measures of the two smallest angles in the diagram?
43°
What is the ratio of the largest angle to the smallest angle in the diagram?
3:2
What is the correct ascending order of the measures of the angles in the diagram?
20°, 23°, 60°
What is the difference between the largest and smallest angles in the diagram?
40°
What is the main concept stated in the triangle inequality theorem?
The sum of the lengths of any two sides is greater than the length of its third side.
What is the purpose of the triangle inequality theorem?
To ensure that a triangle can be formed given three side lengths.
What happens if the sum of the lengths of any two sides is equal to the length of its third side?
A triangle cannot be formed.
Why is the triangle inequality theorem important in geometry?
It ensures that a triangle can be formed given three side lengths.
What is the triangle inequality theorem commonly used for?
Determining whether three side lengths can form a valid triangle.
What can be inferred about angle T from the given information?
It is an acute angle.
What is the relationship between the angles of the triangle?
They form a scalene triangle.
What is the measure of the largest angle in the triangle?
75°
What can be said about the sum of the angles in the triangle?
It is equal to 180°.
If the longest side is opposite the largest angle, what is true about the triangle?
The longest side is opposite the 75° angle.
Solve a triangle problem involving angles and side lengths. Use your knowledge of geometry to find the longest side and the largest angle. Practice your problem-solving skills with this quiz!
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