Some examples and use cases from the internet:

Some examples and use cases from the internet:

• Because the results could coincidentally be the same, a check by evaluating does not necessarily prove that we have multiplied correctly. However, after ...
• We check by evaluating the function, after removing the ';' from the lines in which f1 and f2 are calculated in prob3.m. >>feval('prob3',xvec) f1 =
• Check (by evaluating the expression) that this really does compute factorials. Devise an analogous expression for computing Fibonacci numbers. b. Consider  ...
• ... not to meet? For which values of do the two graphs appear to meet in two points? Check by evaluating the functions and that the two graphs meet at when .
• 1.0120e
• 04

• Sure, the check for the poor.
• Gloria wants a check for 10,000.
• I sent him a check for $25,000.
• I got us this check for $120,000.
• I have a check for $5,000.
• I've sent you a check for $100,000.
• This is your check for writing services.
• Why? Here's a check for $100.