Trigonometric
| acos | Inverse cosine; result in radians |
| acosd | Inverse cosine; result in degrees |
| acosh | Inverse hyperbolic cosine |
| acot | Inverse cotangent; result in radians |
| acotd | Inverse cotangent; result in degrees |
| acoth | Inverse hyperbolic cotangent |
| acsc | Inverse cosecant; result in radians |
| acscd | Inverse cosecant; result in degrees |
| acsch | Inverse hyperbolic cosecant |
| asec | Inverse secant; result in radians |
| asecd | Inverse secant; result in degrees |
| asech | Inverse hyperbolic secant |
| asin | Inverse sine; result in radians |
| asind | Inverse sine; result in degrees |
| asinh | Inverse hyperbolic sine |
| atan | Inverse tangent; result in radians |
| atan2 | Four-quadrant inverse tangent |
| atand | Inverse tangent; result in degrees |
| atanh | Inverse hyperbolic tangent |
| cos | Cosine of argument in radians |
| cosd | Cosine ofo argument in degrees |
| cosh | Hyperbolic cosine |
| cot | Cotangent of argument in radians |
| cotd | Cotangent of argument in degrees |
| coth | Hyperbolic cotangent |
| csc | Cosecant of argument in radians |
| cscd | Cosecant of argument in degrees |
| csch | Hyperbolic cosecant |
| hypot | Square root of sum of squares |
| sec | Secant of argument in radians |
| secd | Secant of argument in degrees |
| sech | Hyperbolic secant |
| sin | Sine of argument in radians |
| sind | Sine of argument in degrees |
| sinh | Hyperbolic sine of argument in radians |
| tan | Tangent of argument in radians |
| tand | Tangent of argument in degrees |
| tanh | Hyperbolic tangent |
Exponential
| exp | Exponential |
| expm1 | Compute exp(x)-1 accurately for small values of x |
| log | Natural logarithm |
| log10 | Common (base 10) logarithm |
| log1p | Compute log(1+x) accurately for small values of x |
| log2 | Base 2 logarithm and dissect floating-point numbers into exponent and mantissa |
| nextpow2 | Next higher power of 2 |
| nthroot | Real nth root of real numbers |
| pow2 | Base 2 power and scale floating-point numbers |
| reallog | Natural logarithm for nonnegative real arrays |
| realpow | Array power for real-only output |
| realsqrt | Square root for nonnegative real arrays |
| sqrt | Square root |
Complex
| abs | Absolute value and complex magnitude |
| angle | Phase angle |
| complex | Construct complex data from real and imaginary components |
| conj | Complex conjugate |
| cplxpair | Sort complex numbers into complex conjugate pairs |
| i | Imaginary unit |
| imag | Imaginary part of complex number |
| isreal | Determine whether input is real array |
| j | Imaginary unit |
| real | Real part of complex number |
| sign | Signum function |
| unwrap | Correct phase angles to produce smoother phase plots |
Rounding and Remainder
| ceil | Round toward infinity |
| fix | Round toward zero |
| floor | Round toward minus infinity |
| idivide | Integer division with rounding option |
| mod | Modulus after division |
| rem | Remainder after division |
| round | Round to nearest integer |
Discrete Math (e.g., Prime Factors)
| factor | Prime factors |
| factorial | Factorial function |
| gcd | Greatest common divisor |
| isprime | Array elements that are prime numbers |
| lcm | Least common multiple |
| nchoosek | Binomial coefficient or all combinations |
| perms | All possible permutations |
| primes | Generate list of prime numbers |
| rat, rats | Rational fraction approximation |
from : mathwork.com
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