Linear vs Exponential Functions Concepts

The video tutorial covers the differences between linear and exponential equations, focusing on how to determine if a function is linear or exponential and how to write its equation. It reviews the characteristics of both types of functions, provides examples, and explains how to identify function types using tables. The tutorial concludes with practice problems for further learning.

What is the primary objective when comparing linear and exponential equations?

• To calculate the area under the curve

• To decide if a function is linear or exponential

• To find the y-intercept

• To determine the slope of the line

In an exponential function, what does the variable 'a' represent?

• The base

• The exponent

• The y-intercept

• The slope

Which of the following is a characteristic of exponential functions?

• They form a straight line when graphed

• They involve multiplication by a constant factor

• They decrease linearly

• They have a constant rate of change

How do linear functions typically change?

• Exponentially

• Randomly

• By a constant addition or subtraction

• By a constant factor

What is the common ratio in an exponential function?

• The factor by which terms are multiplied

• The sum of terms

• The average of terms

• The difference between terms

In a linear function, what does the variable 'M' represent?

• The exponent

• The slope or rate of change

• The base

• The y-intercept

What is the result of multiplying each term by a constant factor in an exponential function?

• A linear increase

• No change

• A linear decrease

• An exponential increase or decrease