it isn't an abbreviation, it is the tax code for fuel charges reflected on the airline tickets.
Let P = (xp, yp) and Q = (xq, yq) by any two distinct points on the line.If xp = xq then the slope is infinite.Otherwise, it is (yq - yp)/(xq - xp) = (yp - yq)/(xp - xq)
What does DWT stand for on digital scale
Provincial Achievement Test is what PAT's stand for!
It doesn't "stand for" anything. And wrong category.
It could anything that you wanted it to stand for.
The YQ "tax" is not actually a government imposed tax but an airline surcharge. Typically, the YQ "tax" includes a security surcharge and/or a fuel surcharge.
yq
it is actually airline surcharge
Fuel surcharge, usually air line Charges with the ticket.
Let P = (xp, yp) and Q = (xq, yq) by any two distinct points on the line.If xp = xq then the slope is infinite.Otherwise, it is (yq - yp)/(xq - xp) = (yp - yq)/(xp - xq)
(x-yr=7/8)+(yq/51)
YQ charge, also known as carrier-imposed surcharge or fuel surcharge, is an additional fee that airlines add to the base fare to cover the cost of fuel, taxes, or other charges. This fee varies between airlines and can significantly impact the total cost of a flight ticket.
Take any two points whose x coordinates are different.Suppose they are P = (Xp, Yp) and Q = (Xq, Yq) then slope = (Yp - Yq)/(Xp - Xq) = (Yq - Yp)/(Xq - Xp), that is the change in the y coordinate between the two points ("rise") divided by the change in the x coordinate between the points - taken in the same order ("run").
The 2-dimensional coordinates of p are (xp, yp) and those of Q are (xQ, yQ). I am not sure how that might help, but with the information provided that is the best that can be done.
Given the points P, Q and R for a triangle, the inequalities are:PQ + QR > RPQR + RP > PQ andRP + PQ > QR(the sum of two sides of a triangle is greater that the third).If P = (xp, yp) and Q = (xq, yq) then PQ = sqrt{(xq - xp)^2 + (yq - yp)^2}
Look what I found for you ! I am so proud of myself. http://www.youtube.com/watch?v=9qM3aVns-yQ
A homophone for stand is "stann," which is a rare alternative spelling of 'stand.'