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Module Discussion Board Algebra
1. What does it mean when something grows or decays exponentially? How is that different then rising or falling linearly?
2. Give an example of a real life application of exponential growth or decay. Include the link to a website to show this.
Please answer as two different posts. You need three posts for full credit.
When you reply to others in the class, your replies should contain original thought and/or a follow up question.
Write the answer to the problem as an algebraic expression. A football player gained d yards rushing. On the next down he gained 32 more yards. How many yards did he gain?
Which of the following is/are TRUE for the graph of EVERY polynomial function? It must have either a minimum or a maximum value
Perform the computations and write your answer in scientific notation.
A projectile is launched from a platform 20 feet high with an initial velocity of 112 feet per second, The height h of the projectile at t seconds after launch is given h= - 16t^2 + 112t +20 feet.
the altitude to the hypotenuse of a right triangle divides the hypotenuse into segments of lengths 6 and 9. what is the
Factor algebraic expression.
find the third of three consecutive integers if the third intgers if the third intger added twice the first integer
Quadratic expressions
Logarithmic and exponential functions.
Give a real-world example when the solution of a system of inequalities must be in the first quadrant. Relate all the variables to real world quantities.
First-class postage (for the first ounce) was $.20 in 1981 and $.37 in 2002. Assume the cost increases according to an exponential growth function.
Compute the age of the older friend.
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