Relation Between Sides and Angles of a Triangle - Grade 7 - Mathematics - kwizNET Math/Science/English Homeschool/Afterschool/Tutoring Lessons/Worksheets/Quizzes/Trivia

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Points to remember:

The sum of the measures of any two sides of a triangle is greater than the measure of the third side.
The difference of the measures of any two sides of a triangle is less than the measure of the third side.
If two sides of a triangle are unequal, the measure of the angle opposite to the longer side is greater than the measure of the angle opposite to the shorter side.
If two angles of a triangles are unequal, then the side opposite to the greater angles is longer than the side opposite to the smaller angle.
No two angles of a scalene triangle are congruent.

Directions: Read the above review points carefully and answer the following questions:

Illustrate each of the above review points by using the triangle given below.
Illustrate each of the above review points by drawing a triangle of your own.
Explain in your own words the relation between the sides and angles of a triangle with examples.

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Q 1: If, in ABC, AB < AC, then ÐC > ÐB. False True	Q 2: If, in ABC, ÐA and ÐB are complementary, then it is a right angled triangle. False True
Q 3: If BC = 10 cm and CA = 15 cm are the sides of ABC, then the measure of AB is greater than 5 cm. False True	Q 4: If, in ABC, AB > BC, then ÐA < ÐB. True False
Q 5: If, in ABC, ÐA = 30° and ÐB = 60°, then AB is the longest side. True False	Q 6: If, in ABC, AB = AC, then ÐC = ÐB. False True
Q 7: If, in ABC, ÐB = 100°, then AC is the longest side. True False	Q 8: If, in ABC, ÐA = 100° and ÐB = 50°, then a < b. False True
Question 9: This question is available to subscribers only!	Question 10: This question is available to subscribers only!