Solve Equations with Ease: Get Expert Help and Tips Here!

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The discussion revolves around solving equations related to friction drag, specifically the equations FD = 1/4 AV^2 and FD = (1/2)pv^2AC. Participants express confusion over the notation and request clarification on the variables involved, such as whether FD and AC represent single items or products of other variables. The equations are identified as approximations for calculating friction drag through air, with A as the cross-sectional area, C as the drag coefficient, and ρ as the fluid density. The original poster expresses frustration over their inability to solve the equations despite extensive contemplation. The conversation highlights the need for clearer notation and context to facilitate understanding.
Onewayz
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Hello, could someone please solve this for me?
Or try and help me at least...
FD = 1/4 AV^2 / FD=(1/2)pv2AC
 
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What do you want it solved for? I don't even understand the equation(s), please use more brackets to make the division clearer.
 
This needs some context.
Are FD and AC single items or the product of F & D, A & C respectively? Similarly for AV & pv.
What unknown are you trying to solve for?
 
If the second part is written as
FD = 0.5ρACv2 it is an expression to calculate friction drag (FD?) through air.
A is the cross section area, C is a drag coefficient, ρ = density of fluid (air for example)
 
Yes , it is indeed to calculate the friction drag through the air, but i want to know the answer, kind of.
Have been trying to solve this for a long period of time and can't stop thinking about it.
 
lol haven't u heard of lateX?
 
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