Explore 10 interactive Quantitative Methods charts. Master key concepts through hands-on visualization and real-time parameter adjustment.
Showing 10 of 10 charts
Interactive stacked bar chart showing annual coupon payments and face value at maturity. Toggle between nominal cash flows and discounted (present value) cash flows to see how each payment contributes to bond price.
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Interactive visualization showing how the Effective Annual Rate (EAR) increases with compounding frequency for a given nominal rate. See the diminishing marginal effect of higher frequency, understand the continuous compounding upper bound, and compare future values across compounding methods. Core CFA time value of money concept.
Interactive hypothesis testing visualization showing sampling distribution, rejection regions, critical values, test statistic, and decision logic. Understand how significance level α defines rejection regions and how to interpret test results.
Interactive timeline demonstrating the relationship between Present Value (PV) and Future Value (FV). Visualize how discounting and compounding convert values through time.
Interactive visualization demonstrating how skewness and kurtosis affect distribution shape, tail risk, and the relationship between mean, median, and mode.
Interactive amortization chart showing how fixed loan payments are split between interest and principal over time. See why interest dominates early and principal increases later.
Interactive box plot demonstrating quartiles, median, mean, interquartile range (IQR), and outlier detection. Generate random datasets to explore data distribution concepts.
Interactive scatter plot demonstrating how the correlation coefficient (ρ) measures the strength and direction of linear relationships between two variables.
Visualize the cash flow pattern of a semi-annual coupon bond. Coupon payments occur every 6 months (C/2 each), with principal repayment at maturity. The initial investment (PV) updates dynamically based on the coupon, yield to maturity, and years to maturity.
Visualize the cash flow pattern of a zero-coupon bond. Unlike coupon bonds, zero-coupon bonds pay no periodic interest — only a single payment of face value at maturity. The initial investment (PV) updates dynamically based on the yield to maturity.