Bents Space 30

Bentlevel measuring A.verage (aver) for accompanying a melody by action of Violin Bow into H.C.Andersen`s Works in figurative use. Step 1. Ave Maria into organ instrument and usu together with Violin. A.verage 163+-208 = 45 + Average Velocity 26 = 71 acid +- 23 Middle English (Common Salt) e.g. Hamlet in Shakespear`s Works = 48 +- Ave Maria = Ave -98 = 50 + 37 (St) Luke 37 = 87 + 90 = 177 +- 110 = = 67 x 0.01 = 0.67 = 2/3. We see that the equation of the parabola is of the form y = ax 2. We know that when x = 50,y= 25 = a(50)2 = 2500a. This gives us a = 25/2500 = 1/100 = 0.01. A distance of 2/3 x 50 from O is 33 1/3 inches. We have v = 1/100 x2. Dy/Dx = 2x/100. And when x = 33 1/3 = 33.33333 inches: Dy/Dx = 2 x 33 1/3/100 = 0.3333  = 0.66666. Further by measure 1:500. OX = 29.9 metres and OY = 20 metres = 29.9/20= 1.5 X 33.33333 = 50 X 50 (X2) = 2500/100= 25 and further 34 Degrees X 0.0175 Tangent = 0.6125 X 25 = 15.3125 Degrees X 0.0175 = 0.26796875 and usu in figurative use Amospheres x 76 = 20.365625 centimetres of Mercury and using also as second 20.365625 x 32 f.p..s. = 651.7+- 1000 = 348.3 f.p./ 9.27 f.p.s. = 37.5728155339 (St) Luke + 48.667 = 87.2398155339 + 90 = 177.2398155339 +- 110.273155339 = 66.66666 x 0.01 = 0.6666666 = 2/3.Step 2. Referred to Wedgwood to beginning measuring A,B,C,D.in Modern Mathematics = 1+2+3+4 = 10 and this using with 30 cosine = 0.8660 x 10 = 8.66 -10 = 1.34 ft.and thereafter root of 2g x 1.34 = 9.27 f.p.s. First we make a sketch of mirror in its conical resting place. Putting in axes OX = 39 and OY = 40 thereafter usu 39 x 2/3= 26 use with velocity 26 and next section 40 x 2/3 = 26.6666 Average velocity. The accompanying diagram is the velocity-time graph for such a case, and from it you can see that: v = u+at. You can see also, by looking at the areas, that: s= ut+ 1/2 at2. Can you likewise see that the average speed for the whole movement is the speed lying half-way between u and v? It drawn a second time to make this quite clear. Velocity measure 1:500. u = 9.27 metres v = 16.5 metres at = 7.23 metres + 9.27 metres =16.5 metres. Time = 32 metres. Average Speed = u+v-u = 16.5 -9.27 = 7.23/2= = 3.615 + 9.27 = 12.885 + time 32.115 = 45. Average Velocity = measure 1:500 = 12.885 metres also u 9.27 meters + v 16.5 = 25.77/2= 12.885. Here from the function table usu 45 Degrees, 0.7854 Radian Angle and 0.765 Chord, 0.7071 Cosine, 0.7071 Sine, 1.000 Co-tangent, 1.000 Tangent.