Not good. It depends on if it is a solid subject like math, science, history, English or if it is an elective. With a solid it looks bad and not real good with an elective. The biggest damage is to the overall GPA because it will drop it several points and for a college that is a red flag. If you can go take the class again.
Some colleges use codes for courses where you didn't receive an actual grade. For example, in many colleges if you withdraw from a class it will still go on your transcript with the "grade" listed as W. At my undergraduate school, you could withdraw in the first week or so with nothing recorded; after that you got WP (withdrew with a passing grade) or WF (withdrew with a failing grade). There should be a key to these codes at the bottom of the transcript. That will be useful, since I've never heard of "FR" before.
WF - Workflow Foundation
Wf stands for wildlife fund thks u guys
Two weeks after delivery is the period that the postpartum WF takes to be prepared.and takes 6 weeks to make it full.
It means it says warning for tese are soccer shoes not just any shoes that what wf stands for
Woori Finance Holdings Co Ltd (WF)had its IPO in 2014.
wf
may 5th 1435
Check for connections, use proper cable and check installation process
As of July 2014, the market cap for Woori Finance Holdings Co Ltd (WF) is $9,806,519,970.00.
Assume you have a composite material with just two constituents, fiber and matrix. Then let the weight fraction of fiber be Wf, and let the volume fraction of fiber be Vf. To convert from Wf to Vf, you'll need the density of the composite, roc, and the density of the fiber, rof. To get the theoretical density of the composite, roc, you will need the weight fractions for fiber and matrix, Wf and Wm, and the densities of fiber and matrix, rof and rom. Then, roc = (rof rom) / (rom Wf + rof Wm) To convert Wf to Vf, Vf = (Wf roc) / rof Similarly, Vm = (Wm roc) / rom If you want to convert from Vf to Wf, then you'll need an expression of roc in terms of the volume fractions. roc = rof Vf + rom Vm These expressions can be generalized to any number of constituents.
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