Math 11 Chapter 8Mathematical Inductions and Binomial TheoremTest - 4

Math 11 Chapter 8
Mathematical Inductions and Binomial Theorem
Test - 4

1. 7. The method of mathematical induction is used to prove statement relating to sets of……………. and ………………. numbers.

a) natural, whole
b) primary, whole
c) whole, orimary
d) natural, primary

2. 8. In mathematical induction, we suppose that statement is true for positive integer k , we show that it is true for ……………

a) k +1
b) k + 2
c) k -1
d) k - 2

3. A statement in mathematical induction for which only one condition of mathematical induction satisfies is ………………

a) False
b) True

4. There is no integer n for which 3n is …………….

a) even
b) odd
c) similar
d) added

5. The principle of……………… is used to prove S(i) is true for i ¹1.

a) Extended Mathematical Induction
b) Simple Mathematical Induction
c) Complex Mathematical Induction
d) Added Mathematical Induction

1. An algebraic expression consisting of two terms is called ………….. expression.

a) binomial
b) nominal
c) trinominal
d) non of these

7. 13. The formula for expansion of a binomial raised to any positive integral power is called ……………

a) Binomial Theorem
b) Binomial Equation
c) Nomial Theorem
d) Nomial Equation

8. The rules of binomial theorem also hold if a and x are ……………

a) Complex
b) Simple
c) Binominal
d) Nominal

This is more feedback!

This is the feedback!