Sharla invests $275 in a simple interest bearing account for 16 years. The annual interest rate is 8%. Using the simple interest formula, I=Prt, how much interest will Sharla's initial investment earn over the 16 year period?

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Addison Copeland

5 August, 16:07

Sharla invests $275 in a simple interest bearing account for 16 years. The annual interest rate is 8%. Using the simple interest formula, I=Prt, how much interest will Sharla's initial investment earn over the 16 year period?

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Answers (2)

Know the Answer?

Averi Collins · Answer 1

Answer

$352

Step By Step Explanation

Kevin Flores · Answer 2

I = Prt

I: interest earned

P: principle (initial invested amount)

r: rate (percentage)

t: time in years (duration)

Most often, when letters are side-by-side this means they are all factors of each other. If something is a factor of another, then multiply them. So, 275 times 8% or 8/100 or 0.08 times 16 years is equal to $352. With this total subtract $275 from $352. The interest earned is equal to $77.

$275 * 0.08 * 16 yrs = $352

$352 - $275 = $77

I = $77

This may seem confusing when saying aloud in order of the equation, "Interest equals $352". The total is $352, the interest earned is equal to $77. Conventions and platitudes are often erroneous.