Free SAT Practice Question

Question 1 of 1
ID: SAT-LEG-HOA-10
Section: Math - Heart of Algebra
Topics: Heart of Algebra; Compounding
Difficulty level: Hard

Practice Mode: Single selected Question » Back to Overview

$X=P\left[1-{\left(1+\dfrac{r}{100}\right)}^n\right]$

Which of the following correctly describe$\ X$? (without calculator)

AIt is the value of the compound interest earned for a sum of \$$P$ invested for $n$ years at the rate of $\left(\frac{r}{2}\right)$ percent per annum compounded half-yearly.

BIt is the value of the compound interest earned for a sum of \$$P$ invested for $\left(\frac{n}{4}\right)$ years at the rate of $\left(\frac{r}{4}\right)$ percent per annum compounded quarterly.

CIt is the value of the compound interest earned for a sum of \$$P$ invested for $n$ years at the rate of $2r$ percent per annum compounded half-yearly.

DIt is the value of the compound interest earned for a sum of \$$P$ invested for $\left(\frac{n}{4}\right)$ years at the rate of $4r\ $percent per annum compounded quarterly.

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