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THE END OF ERF

SOLVED:The error function is defined aserf(z)XlSuppose the composite trapezoidal rule is nsed to evalate erf(2). Use this result:f(r)dr'hmwhere mn Iaxasrsb|f"(1) to find the value of h needed s0 that the error is no more than 10 Using PYTHON and the composite trapezoidal rule finc value of h s0 the computed erTOr 15 approximately 10 and explain the difference between this value and the one found in part (i). Also note that erf(2) 0,99532265 Uzing the same error function in question Suppose the c

Expanding ERF (Equivalent Number of Reference Fluorophore) Value Assignments for Quantitative Flow Cytometry- More Colors and Smaller Particles

Error Function: Simple Definition, Table of Values