Talk:Bent Elmann Hansen Wiki

Longobard. H.C. Andersen and Latinism -127 + 166 Elmann Densus = 39 Oxen Shakespeare`s Also Latin Latinus adjective 162 form Latium the part of Italy which included Rome = Julius Cæsar As substantive 162 in Old English 653 as Jæden = Leden Absolete 102 Form of speech;  way of speaking 101 +- 102 = 1 +- Abolete 102 = 101 poet  Applied to the language of birds 85 and root of this are 9.21954445729 f.p.s. Latin union the moneary alliance formed in 1865 by France, Belgium, Italy, and Switzerland, and afterwards joined by Greece, for the adoption and maintenance of a uniform system of bimetallic coinage in each of these states, and the recognition by  each state of the coins of the others as legal tender. Phr.Latin cross sb 13. Her in Heraldry etc. A conventional representation of a cross or of some modification of it, or of two crossing bars, used as an ordinary or charge, as an ornamental figure in art, etc.-211 + 305 Multi = 94 Hydrogen using together with Multilateral Covid-19 basement Bilateral 106 + 78 = 184 +- 166 suffix = 18 HO2 94 + 186 =280 X 0.13483146067 = 37.7528089876 lbs/ft3 x 0.01602 = 0.60479999998 x 1.35 = 0.81647999973/ 0.01745 = 46.7878510011/10.3973002224  =  4.5 x 256 pitch = 1152 f.p.s.  and also  CO2 Carbon 92 + Oxygen 93 x 2 = 186 = 278 furher English ems 89 = to a foot = 12/89 = 0.13483146067 + 278 = 37.4831460662 Lbs/ft3 x 0.01602 = 0.60047999998 x 1.35 = 0.81064799997 for making music to Longobard birds song (of the ) 3 Childr/en also  e.g. poetry usu into Antony and Cleopatra `s antithesis to Julius Cæsar in form Rhet. An opposition or contrast of ideas, expressed by using in contiguous sentences or classes words which are strongly contrasted with each other; as thou shalt waz, and he shall dwindle. Use music Tune 195 +- 105 note = 300 = Modes of vibration of string ( Figures at centre indicate relative frequences). The higher notes obtainable from a string are called harmonics or overtones. The harmonics are referred to as the first,second,third and so on, in order of frequency. Sometimes the double-frequency vibration is called the 1 st harmonic and the treble frequency vibration the 2nd harmonic, but there is a growing terndency to dispense with the term fundamental 10.4 an root of this are 3.225 and refer to this simplest mode of vibration as the 1st harmonic. Then the double-frequency and treble-frequency vibrations become the 2nd and 3rd harmonics respectively, as seems more logical. Laboratory apparatus for studying the transverse vibrations of styrings is shown in the plate facing this page. The vibration frequency is often termed the pitch. Middle C on the piano has the pitch of 256. What tension must be produced in the wire of the last question if its fundamental 10.4 or 1st harmonic pitch is to be raised to 512? Plainly v must be increased in the ratio 512 to 282.5. But v varies as the square root of T, and so the tension must be increased in the ratio  (512/282.5)2 - that is, 3.3 times. The original tension was 100 lb., so the required new tension must be 3.3 x 100 = 330 lb., and  verb Violin Elmann Advocate formed Principal verb the chief verb  in a sentence absolete 102 in figurative use the chief  or most important thing; The violin was scarce knowne tho `now the principall v 22 + i 9 = 31 ( Shakespeare`s use in  works) + 235 = 266 +- 289 Multi_densus = 23 Common Salt foreover a figura face as 57 +- 23 =34 +- 11 = 23 Using Math. A number or quantity placed (usually) before and multiplying another quantity known or unknown; thus in 4 x2 + 2ax, 4 is the coefficient of x2, 2 of ax, and 2a of x, = 11  Physics. A multiplied that measures some property of a particular substance, for which it is constant, while differing for different substances; e.g. coefficient of friction, expansion, etc. 132 x 0.25 = 33 +- 23 = 10 x 0.8660 = 8.66 -10 = 1.34 ft. x g 2 = 64 =  85.76 and root of this are 9.27  f. p.s. Further face 0.81064799997 / 0.01842381818  radian = 44 x 0.25 = 11 d x 2  = 22 x 5.5 = 121 + 3.225 x 22 = 70.95 = 191.95/3.225 = 59.513798449 r   x 0.01745 radian = 1.03851578293 radius Circumference of circle = phi x diameter = 2 phir. The formula for the tangents is a very simple one, since sin face = p/s and cos face = h/s` we have: tan face = h/p = p/s x s/h = p/s - h/s = sin face /cos face. The table which follows is for angles between 0 and 90 in degree steps. Using also making Law of notes after tuning fork. In the seccond column the radian measure of each angle is given; this is the measure in degrees divided by 360 and multiplied by 2 phi. A radian in the angle subtended at the centre of a circle by an arc equal to the radius in length; since the circumference of the circle contains the radius 2 phi times, there must be 2 phi radians in 360 deg. and this explains why the radian measure of face deg. is face/360 x 2phi. The diagram on page shows two radii, AB and AE,  of a circular arc BE drawn with centre A. The angle between these two radii is face and each radius is assumed to be of unit length. We see that: sin face = BC/AB = BC, since AB = 1 and face = arc BE(AB = BE radians, since AB = 1 and tan face = DE/AE = DE, since AE = 1. From the diagram it can be seen that for any angle face, sin face, < face and face < tan face where the symbol < stands for is less than. For very small values of face the sine and the tangent are very neartly equal to radian measure and this fact is made apparent by the table General Notes TR Trigonometrical. Putting face for sin face or tan face is a very usual approximation to make when face is small, and in the limit, as face approaches zero the ratios sin face/face and tan face/face both become unity.