The value of a coin labeled "Georgivs V Dei Gratia" refers to a British coin featuring King George V, who reigned from 1910 to 1936. The specific value depends on factors such as its denomination, year of minting, condition, and rarity. For example, a common penny might be worth just a few pence, while rare or uncirculated coins can fetch significantly higher prices among collectors. To determine its exact value, it's best to consult a coin catalog or a professional numismatist.
v2=sqrt(2*g*h) v...starting velocity g...gravity h...height achieved
Interesting question! Answer: 75.96... degrees from the horizontal. Let the projectile be launched with speed v at an angle θ degrees above the horizontal. Then its vertical speed component is v sin θ, and its horizontal component is v cos θ. The time of flight is t = 2 v sin θ / g, so that the range R is given by R = v t cos θ = 2 v^2 sin θ cos θ / g. The maximum height is given by H = (v sin θ)^2 / (2 g). (You may think of this is as merely an application of the standard result that, dropping from rest in the second half of the flight, the downward speed u = v sin θ must be related to the downward acceleration a and distance d travelled by u^2 = 2ad. In this context, where a = g and d = H, that is equivalent to the conservation of kinetic plus potential energy, of course.) If R = H, then v^2 sin^2 θ / (2 g) = 2 v^2 sin θ cos θ / g. Therefore sin θ / cos θ = tan θ = 4. Thus θ = arctan (4) = 75.96... degrees.
The browser used by this site does not consistently support Greek characters so I will change the angle to w degrees. The direction of the y-axis is taken to be the positive direction so that the upward acceleration due to gravity is -g m/s^2.Suppose the particle is projected with an initial velocity of u m/s at an angle of t degrees.Then the vertical component of v is v(y) = v*sin(w) and the horizontal component is v*cos(w).Suppose the position of the particle after t seconds is [x(t), y(t)].Then, since there is no force acting in the horizontal direction, x(t) = v*cos(w)*tor, more simply, x = v*t*cos(w)this gives t = x/(v*cos(w)In the vertical direction the only force is gravity so y(t) = v*sin(t) - 1/2*g*t^2or, more simply, y = v*t*sin(w) - 1/2*g*t^2substituting for t,y = v*[x/(v*cos(w)]*sin(w) - 1/2*g*(x/(v*cos(w))^2or y = x*tan(w) - 1*g/[(2*v^2*cos(w)^2]*x^2the above equation would look much tidier if only we could write powers as superscript but this crap browser will not allow that.The equation is, therefore, of the form y = ax^2 + bx for some constants a and b. That is, it is a parabola.
"An edge is light edge crossing the cut if its weight is minimum of any edge crossing the cut"So lets say you have a graph G = (V, E), and you partition the vertices in V into to sets A and B= V-A (neither A or B are empty sets). Then the light edges (u, v) in E where either u or v is in A and the other is in B, and where none of the other edges in E that fill this criteria have a shorter weight.
V*(V-1)/2
Part of the Latin title of King George V, commonly used on coins. GEORGIVS V DEI GRATIA REX ET IND IMP means, GEORGE V BY THE GRACE OF GOD KING AND EMPEROR OF INDIA.
Such a coin does not exist. George V did not become king until 1910.
It depends on the condition, but if circulated the coin sells for scrap silver (it is 50% silver) about $8 at the time of writing.
In 1913 Wheat Penny value at an average of $1.25, one in certified mint state.
King George V wasn't on any coins until 1911.
A George V Dei Gra Rex Et Ind Imp one-cent Canadian coin is worth about $5. The value will fluctuate based on market demand.
George the 5th by the grace of god, king and emperor of india... ish that the answer?
"GEORGIVS V DEI GRA BRITT" is the start of the motto "GEORGIVS V DEI GRA BRITT OMN REX FID DEF IND IMP", which is in turn abbreviated Latin for "George the Fifth, By the Grace of God, King of All Britain, Defender of the Faith and Emperor of India". This full motto is found on British coins issued in 1918, and variants of it are found on the coins of several British colonies and Commonwealth nations of the time. However, Britain in 1918 had no coins whose denomination was 25 anything, and none of the other nations that had 25 Cent coins in 1918 used that motto (Canada was close, but their motto read "GEORGIVS V DEI GRA REX ET IND IMP" ("George the Fifth, By the Grace of God, King and Emperor of India").
George V by the grace of God, of Britain and all the Dominions King, Defender of the Faith, Emperor of India.
In circulated condition, your Great Britain penny is worth about 50 cents.DanUser:WorkingMan
George V coins were issued from 1911 to 1936 inclusive.
It means .50 in U.S. coin