Using the table, complete parts A, B, and C. Simple Interest Versus Compound Interest Simple Interest Compound Interest Year Price Year Price 0 $20,000.00 0 $20,000.00 10 $32,000.00 10 $35,816.95 20 A 20 B Part A: Find the third terms in the table, A and B, using a linear model (simple interest) and an exponential model (compound interest). Part B: Assuming it has the same annual interest rate rounded to the nearest cent, how much more is the investment worth using an exponential model versus a linear model?
Part C: Discuss collaboratively: How would a rate of decay or decay factor affect the outcome in Parts A and B? Explain.
i don't think they're gonna reply @CandyCove
i just need to finish this to do good
Simple interest linear equation slope = 32,000,000 - 20,000,000 ---------------------- 20 - 10 - what does that simplify to?
1200000?
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yes so it can be modelled by the linear equation A = 1,200,000x + 20,000,000
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oh sorry I misread the quastion slope = 32,000.00 - 20,000.00 ------------------ 20 - 10 = 12,000.00 / 10 = 1,200.00
so rhonda did it right?
and okay so thats for part A?
A = 1,200.00x + 20,000.00 to find the value of A plug in x = 20 and work it out
sorry gotta go right now
aw man so you only got partA
@RhondaSommer is part A 44000?
yep
really?
its asking for the simple interest and the compound interest?
yep
for the numbers of price A and B
letter B is compound letter A is simple
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is A 1200.00 and B is 44000?
no a is 44000
because i have to find the prices and I'm not sure
ohh and what is B then
b is a seperate equation
I will not give you an immediate answer
no thats not what I'm asking tho
$35,816.95 - $20,000.00 ____________________
in the table its asking for Price A and B and 44000 is price A so I'm asking about price B
15816.95?
is it that? @RhondaSommer
hello? @RhondaSommer
@ganeshie8
can you help?
add that to $35,816.95
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