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- Vector Calculus (gradients, divergence, curl, integrals), Transform Techniques (Laplace, Fourier, Fourier transforms), Differential Equations (ordinary and partial), Complex Analysis (analytic functions, Cauchy's integral theorem), Numerical Methods (interpolation, root finding), and Linear Algebra (matrices, determinants) 1
- VECTOR CALCULUS, COMPLEX ANALYSIS, LAPLACE TRANSFORMS, FOURIER SERIES, AND NUMERICAL METHODS 1
- VISUAL TESTING (VT), ULTRASONIC TESTING (UT), RADIOGRAPHY (RT), MAGNETIC PARTICLE TESTING (MT), PENETRANT TESTING (PT), AND EDDY CURRENT TESTING (ET) 1