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![SOLVED: PLEASE HELP, I ONLY NEED THEIR ANSWERS. PLEASE USE JULIA TO SOLVE. (b)Let f1/z3 At c=2,find the approximate derivative (forwardwhen b=1e-s -62500 cLetf=xandc=1.25 Find the approximate derivative(forwardwhen h=1e-4 -2498 Central differences SOLVED: PLEASE HELP, I ONLY NEED THEIR ANSWERS. PLEASE USE JULIA TO SOLVE. (b)Let f1/z3 At c=2,find the approximate derivative (forwardwhen b=1e-s -62500 cLetf=xandc=1.25 Find the approximate derivative(forwardwhen h=1e-4 -2498 Central differences](https://cdn.numerade.com/ask_images/c65ec303b7ee4ab3b443b25a4f45ae73.jpg)
SOLVED: PLEASE HELP, I ONLY NEED THEIR ANSWERS. PLEASE USE JULIA TO SOLVE. (b)Let f1/z3 At c=2,find the approximate derivative (forwardwhen b=1e-s -62500 cLetf=xandc=1.25 Find the approximate derivative(forwardwhen h=1e-4 -2498 Central differences
DATAPLOT Reference Manual March 19, 1997 6-39 PURPOSE DESCRIPTION SYNTAX EXAMPLES NOTE 1 NOTE 2 NOTE 3 DEFAULT SYNONYMS RELATED
![SOLVED: The riemann function from the HTH229 package can compute an approximation based on either the trapezoid rule or Slmpst provided the 'method' keyword argument = specified accordingly: For example julia> riemann ( SOLVED: The riemann function from the HTH229 package can compute an approximation based on either the trapezoid rule or Slmpst provided the 'method' keyword argument = specified accordingly: For example julia> riemann (](https://cdn.numerade.com/ask_images/729f4d852b56493c908014adcffc646b.jpg)
SOLVED: The riemann function from the HTH229 package can compute an approximation based on either the trapezoid rule or Slmpst provided the 'method' keyword argument = specified accordingly: For example julia> riemann (
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