1 Written problems1. Solve x'0 1-10]x +

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Answered: 1 Written problems 1. Solve x' 0 1 -1 0…

Algebra & Trigonometry with Analytic Geometry

13th Edition

ISBN:9781133382119

Author:Swokowski

Publisher:Swokowski

Chapter5: Inverse, Exponential, And Logarithmic Functions

Section: Chapter Questions

Problem 43RE

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24. (a) Differentiate each of the following with respect to x. Simplify fully when indicated y=x²³ - 1/2+e² y = (x² – 3x) ¹0 .2 (c) _y=(x² + 2)²(1 – 3x)² (b) (d) y = x² + 2 x² +1 (simplify fully)
WebWork 8: Problem 2 Solve for X. X = -7 -7 3] 8 4 X + Preview My Answers -5 2 [J-1] 8 Submit Answers You have attempted this problem 0 times. You have 5 attempts remaining. X.
By using equation qx= 2mx/(2+mx) , derive a similar equation for the more general case of an age group of width years (x to x+n years) that is show tha nqx = (2*n* nmx) /(2+n*nmx)
+ I/ MI * 00 Energy consumption in a particular country in quadrillion BTUS can be modeled by C(x) = - 0.014x + 1.295x+ 68,958, where x is the number of years after 1970. a. One solution to the equation 89.258 = - 0.014x+ 1.295x+68.958 is x = 20. What does this mean? b. Graphically verify that x 20 is a solution to 89.258 = - 0.014x+1.295x + 68.958. c. To find when after 2020 the energy consumption in that country will be 89.258 quadrillion BTUS according to the model, is there a need to find the second solution to this equation? Why or why not? a. Choose the correct answer below. O A. In 1990, consumption was 68.958 quadrillion BTUS. O B. In 2020, consumption was 68.958 quadrillion BTUS. O C. In 1990, consumption was 89.258 quadrillion BTUS. O D. In 2020, consumption was 89.258 quadrillion BTUS. Click to select your answer and then click Check Answer. parts 2. remaining Clear All Check Answer P Pearson &17 PM ere to search 近 1202/LL/Z PrtSc F11 F12 F10 sup F7 F8 & Backspace 23 3. i 5.…
4) The estimated cost of producing x bikes is given by ((x) = 0.05x² + 6x + 9000. Ya find and interpret (`(450) Ub) find the actual cost of manufacturing the 451st bike and compare with C(450)
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1 Written problems 1. Solve x' 0 1 -1 0 ] x +