Calculate your final course grade 

Grade Calculator Calculate your final course grade effortlessly. Dynamically add assignments, quizzes, and exams—no need to pre-calculate totals! Perfect for both students and teachers. Assignments Overall Assignment Weight (%): Remove Add Assignment Quizzes Overall Quiz Weight (%): Remove Add Quiz Exams Overall Exam Weight (%): Remove Add Exam Calculate Final Grade Reset How It Works: […]

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4-Band Resistor Color Code Calculator

Calculate resistor values based on color bands Resistor Calculator 1st Band (1st digit): Black (0)Brown (1)Red (2)Orange (3)Yellow (4)Green (5)Blue (6)Violet (7)Gray (8)White (9) 2nd Band (2nd digit): Black (0)Brown (1)Red (2)Orange (3)Yellow (4)Green (5)Blue (6)Violet (7)Gray (8)White (9) 3rd Band (Multiplier): Black (×1)Brown (×10)Red (×100)Orange (×1,000)Yellow (×10,000)Green (×100,000)Blue (×1,000,000)Violet (×10,000,000)Gray (×100,000,000)White (×1,000,000,000)Gold (×0.1)Silver (×0.01) […]

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Tax Bracket Calculator

Enter your annual taxable income and select your filing status to calculate your total tax liability, effective tax rate, and marginal tax rate. Annual Income ($): Enter your taxable income in dollars. Filing Status: SingleMarried Filing JointlyMarried Filing SeparatelyHead of Household Calculate Tax Calculated Tax Details Recalculate Tax © 2025 Tax Bracket Calculator

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Short Transmission Line Efficiency & Regulation Calculator

Short Transmission Line Efficiency & Regulation Calculator Short Transmission Line Efficiency & Regulation Calculator For a short transmission line, the receiving-end voltage is approximated by: \[ V_R = V_S – \frac{I\Bigl(R\cos\phi + X\sin\phi\Bigr)}{1000} \] where \(\phi=\arccos(PF)\). Then, the efficiency is \[ \eta = \frac{V_R}{V_S}\times100\% \] and the voltage regulation is \[ \text{Regulation} = \frac{V_S-V_R}{V_R}\times100\%. \] […]

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Ferranti Effect Voltage Calculator( receiving-end voltage)

Ferranti Effect Voltage Calculator Ferranti Effect Voltage Calculator Calculate the receiving-end voltage due to the Ferranti effect using: \( V_R = V_S \sec(\beta L) \) and \( \Delta V = V_R – V_S \) where \( \beta = 2\pi f \sqrt{L’ C’} \) (with \(L’\) in mH/km and \(C’\) in µF/km) and \(L\) is in […]

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Finesse Value of Cavity Calculator

Finesse Value of Cavity Calculator Finesse Value of Cavity Calculator Calculate the finesse \(F\) of a Fabry–Pérot cavity using the formula: \( F = \frac{\pi\sqrt{R}}{1-R} \) where \(R\) is the mirror reflectivity (0 < \(R\) < 1). * Enter the mirror reflectivity as a decimal (e.g., 0.99). Step 1: Enter Mirror Reflectivity Mirror Reflectivity, \(R\): […]

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Two-Layer ACSR GMR Calculator

GMR of Two-Layer ACSR Calculator Two-Layer ACSR GMR Calculator Calculate the effective Geometric Mean Radius (GMR) for a two-layer ACSR conductor bundle. For a single conductor, \(GMR = 0.7788\,r\). For a bundle with one inner conductor and \(n\) outer strands, \[ GMR = \Bigl(0.7788\,r\,R^n\Bigr)^{\frac{1}{n+1}} \] * Enter the conductor radius (m), the number of outer […]

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Bundled Conductors GMR Calculator

GMR of Bundled Conductors Calculator Bundled Conductors GMR Calculator Calculate the effective Geometric Mean Radius (GMR) for bundled conductors. For a single conductor, \(GMR = 0.7788\,r\). For an \(N\)-conductor bundle (with \(N>1\)) arranged in a line with equal spacing \(d\), \[ GMR = \Bigl(0.7788\,r\,d^{(N-1)}\Bigr)^{\frac{1}{N}} \] * Enter the conductor radius (m) and, for bundles, the […]

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Whip Antenna Calculator

Whip Antenna Calculator Whip Antenna Calculator Calculate the quarter-wave whip antenna length using: \( L = \frac{75}{f} \) where \(f\) is in MHz. * Enter the operating frequency (MHz). Step 1: Enter Frequency Frequency (MHz): Example: 900 MHz Calculate Whip Antenna Length Calculated Whip Antenna Length Recalculate Derived Formula: \( L = \frac{75}{f} \) with […]

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Microstrip Patch Antenna Calculator

Microstrip Patch Antenna Calculator Microstrip Patch Antenna Calculator Design a rectangular microstrip patch antenna using: \( W = \frac{c}{2f}\sqrt{\frac{2}{\varepsilon_r+1}} \), \( \varepsilon_{\mathrm{eff}} = \frac{\varepsilon_r+1}{2} + \frac{\varepsilon_r-1}{2}\left(1+12\frac{h}{W}\right)^{-1/2} \), \( \Delta L = 0.412\,h\,\frac{(\varepsilon_{\mathrm{eff}}+0.3)(\frac{W}{h}+0.264)}{(\varepsilon_{\mathrm{eff}}-0.258)(\frac{W}{h}+0.8)} \), \( L = \frac{c}{2f\sqrt{\varepsilon_{\mathrm{eff}}}} – 2\Delta L \) where \( f \) is in GHz and \( h \) is in mm. […]

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