Practice Problems on Transitive Property

Problem 1: What is the value of t , if t + 3 = u and u = 9 ?

Problem 2: What is the value of x , if x = y and y = 5 ?

Problem 3: Assume that 3x + 3 = b and b = 5x – 1 . What is the value of b?

Problem 4: What is the value of t , if m + 2 = n and n = 3 ?

Problem 5: If a<b and b<c, what are you able to conclude approximately the relationship between a and c?

Problem 6: Find the price of ∠R, if ∠P = ∠Q and ∠Q = ∠R, wherein ∠P = 60°.

Transitive Property is a fundamental concept used when dealing with three or more quantities of the same kind related by some rule. Three elements are said to satisfy transitive property if a is related to the b by a certain rule, and the b is related to the c by the same rule, then we can definitely say that the a is related to the c by the same rule.

In simple words, if a implies b and b implies c, then a implies c. In this article, we will discuss all the topics related to Transitive Property including its definition, examples and various solved examples as well.