Solving P=15(1.5)^t - Find the Answer Easier Than Expected

  • Thread starter Tom McCurdy
  • Start date
In summary, the conversation revolved around converting an equation from P=15(1.5)^t to P=15e^(^l^n^(^1^.^5^)^t^). The person initially struggled with finding the correct answer, but eventually realized that the solution was simpler than they thought. They also mentioned their dislike for when professors make simple problems seem more complicated.
  • #1
Tom McCurdy
1,020
1
I am very tired and am not sure if i am doing this right

[tex] convert into P=Poe^(^k^t^) [/tex]

I came up with
[tex] P=15e^(^l^n^(^1^.^5^)^t^) [/tex]
from
[tex] P=15(1.5)^t[/tex]

haha
nvm i think i got it while I was trying to figure out latex
wow--- the answer was so easy it seemed wrong
 
Physics news on Phys.org
  • #2
ti is always the easy ones that are difficult. I always hate when my Profs gear us up for the super involved stuff an then throw us some softballs... I end up messing them up because I make the problem harder than it really is.
 
  • #3


It's great that you were able to figure it out! Sometimes, it's helpful to take a break and come back to a problem with a fresh mind. It's also important to double check your work and make sure you're following the correct steps. It's always a good idea to simplify the equation as much as possible to make it easier to solve. Keep up the good work!
 

FAQ: Solving P=15(1.5)^t - Find the Answer Easier Than Expected

What is the formula for solving P=15(1.5)^t?

The formula for solving P=15(1.5)^t is a geometric growth formula, where P represents the final amount, 15 is the initial amount, 1.5 is the growth rate, and t is the number of time periods.

How do I find the value of P in the equation P=15(1.5)^t?

To find the value of P in the equation P=15(1.5)^t, you will need to plug in the value of t in the equation and then solve for P using basic algebraic operations.

Can I use a calculator to solve P=15(1.5)^t?

Yes, you can use a calculator to solve P=15(1.5)^t. However, make sure to use the correct order of operations and input the values correctly to get an accurate answer.

Is there a specific unit for t in the equation P=15(1.5)^t?

The unit for t in the equation P=15(1.5)^t depends on the units given for P and the growth rate. For example, if P is measured in dollars and the growth rate is given in years, then t would be measured in years.

Can I use the formula P=15(1.5)^t for any type of growth or only for specific situations?

The formula P=15(1.5)^t can be used for any type of growth that follows a geometric pattern, where the growth rate remains constant. This could include population growth, financial investments, or even the spread of a virus.

Similar threads

Replies
9
Views
439
Replies
1
Views
926
Replies
10
Views
2K
Replies
8
Views
6K
Replies
5
Views
2K
Back
Top