Geometry Notes - Section 2.1 "Using Ind. Reasoning to make Conj"

​Section 2.1 - Using Inductive Reasoning to make Conjectures

​Section 2.1 - Using Inductive Reasoning to make Conjectures

​Section 2.1 - Using Inductive Reasoning to make Conjectures

​Section 2.1 - Using Inductive Reasoning to make Conjectures

Fill in the Blanks

Find the next item in each pattern:

March, May, July, ...

Fill in the Blanks

Find the next item in each pattern:

$\frac{1}{3}\ ,\ \frac{2}{4}\ ,\ \frac{3}{5},\ ...$

Fill in the Blanks

Find the next item in each pattern:

2, 4, 3, 5, ...

​Section 2.1 - Using Inductive Reasoning to make Conjectures

Multiple Choice

Complete each conjecture:

The product of two even numbers is ___?

• odd

• even

• could be either odd or even

• 0

Multiple Choice

Complete each conjecture:

a rule in terms of "n" for the sum of the first "n" odd positive integer is __

• n

• $$n^2$$

• $$n^3$$

• 0

Multiple Choice

Complete each conjecture:

A rule in terms of "n" for the sum of the first "n" even positive integers is

• n

• $$n^{ }\left(n+1\right)$$

• $$n^3$$

• 0