I think this has to do with Canadian or American currency, 25 Cents in a Quarter.
25 cents in a quarter
The letter o, Q, Q,m, b, c, C, u,U, and there might be more.
Q = C VC = Q / V = (60/12) = 5 farads (a capacitor the size of a house)
C = 25 + (10 x 4) = 25 + 40 = 65
In the equation Q equals m plus x t plus c, Q represents the total quantity or value being measured or calculated. t represents the variable or time period being observed or measured. c represents the constant term or the y-intercept, which is the value of Q when t equals zero.
25 cents in a quarter
Q = [ mI ] [ h sub sf + CshW ( 100.0 C - 0.0 C ) + h sub fg ]Q = [ 25 g ] [ 333.7 J /g + ( 4.184 J / g - C ) ( 100.0 C ) + 2257 J / g ]Q = [ 25 g ] [ 3009.1 J / g ] = 75230 J
Q= Quarter note, H= Half note, FL= Full note, |= end of bar 4 E-Q E-Q E-H | E-Q E-Q E-H | E-Q G-Q C-Q D-Q | E-FL | F-Q F-Q F-Q F-Q | F-Q E-Q E-H 4------------------------------------------------------------------------------------------------------- E-Q D-Q D-Q E-Q | D-H G-H | E-Q E-Q E-H | E-Q E-Q E-H | E-Q G-Q C-Q D-Q | E-FL | -------------------------------------------------------------------------------------------------------- F-Q F-Q F-Q F-Q | F-Q E-Q E-H | G-Q G-Q F-Q D-Q | C-FL |
I'm not exactly sure what you mean by this, but if you'd like to know how to do this in C here: q ^ 2 + 20 q + c
two quavers in a crotchet
That's not a question. Q = (m)(c)(deltaT)
The formula for the quantity of heat Q = m s t m- mass 0.375 kg s - specific heat capacity of water (4180 J/kg/K) t - the temperature change (25 deg C) So, Q = 0.375 x 4180 x 25 = 39187.5 J
25 percent is a quarter
Lucius Q. C. Lamar House was created in 1862.
Q = (1/r)√(l/c)
c=Q/v and v=IR SO C=Q/IR I=Q/T SO C=QT/QR Q CANCELS SO C=T/R AND R MULTIPLY BY C =T SO FARAD MULTIPLY OHM =SECOND
Two q's to 0. q = mass * specific heat * change in temp.. Q falls out of equation(50 g)(X specific heat)(30 C - 80 C) + (100 g H2O)(4.180 J/gC)(30 C - 25 C) = 0(- 2500X) + (2090) = 0- 2500X = - 2090X = 0.836 J/gC=============the specific heat of the solid