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EXPLORING EXPONENTIAL FUNCTION GROWTH & DECAY (DAY 3) Linear Functions Exponential Functions General Equation Function Notation y ax b f(x) ax b General Equation Function Notation y abx f(x) abx (recall: variable is the exponent for an exponential function) a = b = a = b = x = Exponential Function are able to have both 2-6 Ratios, Rates, and Conversions ( SOLUTIONS) I was really stuck in math especially with the online school thing, and this has really helped me and relived my stress. Constant ratio of -5. Aaron's designs math answers key . One of the best apps i have ever used, i normally don't rate apps, but this app helps me so much improve my maths that i wanted everyone else to know it as well. Create a predictable sequence of at least 4 numbers that is NOT arithmetic or geometric. 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Fill in the missing numbers for an . After you type in your problem it tells you the answer and step by step instructions on how they got the answer. Exponential growth refers to a percent increase of the original amount over time. Add your axes. Give at least 2 reasons for your answer. Unit two focuses on linear and exponential relationships in two variables, Determine whether a situation is a function and justify the answer. We found that exponential functions exceed linear functions for large values of x and that the point of intersection of the two functions has meaning in a realistic context. But vary good. 4. Identify linear and exponential functions from tables. Linear vs Exponential Growth Functions (3 Key Ideas) The linear function f (x) = 2x increases by 2 (a constant slope) every time x increases by 1. 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SECONDARY MATHI / MODULE 2 LINEAR & EXPONENTIAL FUNCTIONS 2.1 2.1 READY, SET, GO! Answers will vary. c) The equation y = 2x + 3 is a function since no two ordered pairs have the same x-value with different y-values. 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