Transitive Property Tutors

Transitive Property Tutors Transitive property represents logic statements between variables where conditions are put based on the equality and the inequality of the three variables. If A, B, and C are any three variables and if A is equal to B and B is equal to C, then according to Transitive property of equality even A is equal to C. Similarly, if A is greater than B and B is greater than C, then according to Transitive property of inequalities A is greater than C (it works the same for lesser than as well). Example 1: Given ABC is a triangle, and measure of angle A is equal to the measure of angle B. If the measure of angle B is equal to the measure of angle C, then what is the relation between angle A and angle C? Given: measure of angle A= measure of angle B And measure of angle B= measure of angle C Now in order to find the relationship between angle A and angle C, we can use the Transitive property of equality. Hence, according to the property: measure of angle A= measure of angle C Example 2: In a birthday party, Ben has more number of candies than Jack and Jack has more number of candies than Katie. Between Ben and Katie, who has more number of candies? Given: candies of Ben candies of Jack And candies of Jack candies of Katie Now in order to the number of candies in between Ben and Katie, we can use the Transitive property of inequality. Hence, according to the property: candies of Ben candies of Katie