Four snail friends are out racing. They are able to go fast at thebeginning, but they become tired and their distances from the startingpoint are modeled by the following equations: k(x):log( x) +3,g(x) log( x) + log( x- 1), h(x) =log( 2r) - log( x+ 1), and S(x) =2log(x).When will the slowest one get to 5 miles if x represents time in minutes?a) About 5.27 hoursd) About 1.90 yearsc) About 5 hoursb) About 5.28 hourse) Answer is not there

The speed of four snails is modeled by the below equations.…

Four snail friends are out racing. They are able to go fast at the beginning, but they become tired and their distances from the starting point are modeled by the following equations: k(x) =-log(x) + 3, %3D 3 g(x) log( x) + log( x-1), h(x) =log( 2r) – log( x+ 1), and S(x) =2log(x). When will the slowest one get to 5 miles if x represents time in minute: a) About 5.27 hours d) About 1.90 years b) About 5.28 hours e) Answer is not there c) About 5 hours

Four snail friends are out racing. They are able to go fast at the beginning, but they become tired and their distances from the starting point are modeled by the following equations: k(x) =-log(x) + 3, %3D 3 g(x) log( x) + log( x-1), h(x) =log( 2r) – log( x+ 1), and S(x) =2log(x). When will the slowest one get to 5 miles if x represents time in minute: a) About 5.27 hours d) About 1.90 years b) About 5.28 hours e) Answer is not there c) About 5 hours

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 15T

See similar textbooks