engine sprocket =14t rear sprocket =35t
70000000y=35t
2 x t + 35 x t 2t + 35t 37t
Crosman never made a model 35T. They made a model 36 and a model 38T. The original box adds some value to the air gun, but you need to state the current condition of the pistol if you want an answer. You will have to give it some sort of ration like Poor, Fair, Good, Very Good or Excellent condition. Also state if it is still working. Without more information it is not possible to answer you. Check your pistol makes sure of the model number.
Bulgaria is situated in Southeastern Europe with coordinates approximately 42.7339° N latitude and 25.4858° E longitude.
6 yards, one yard equals three feet. 6 times three is 18. 18<(less than)20 so less than.
Really, it depends on what delays you encounter... Such as traffic, stoplights, stop signs, getting puled over, weather conditions, etc. However all things aside, at 35 mph you will travel 35 miles in 1 hour. To do the math, set up a ratio... 7/35 : t/60 where t = time in minutes Then cross multiply. 35*t =7*60 35t = 420 t = 12 min It will take you 12 minutes to travel 7 miles at 35 mph.
When trains meet it's called a train wreck. Let's hope they're not on the same track. But seriously, the question is, well, silly, because we don't know what tracks the trains are on or in what direction they're traveling. If we assume there is a perfectly straight track connecting the two cities and train A is heading for D.C. and train B is heading for the "Windy City," the collision will occur closer to Chicago. How much closer? you ask. The distance covered by train A will be D * 35/(35+45) = 35D/80 = 7D/16, where D is the distance between Chicago and Washington. The distance between the two cities -- as the crow flies -- is 600 miles. So the collision will occur 262.5 miles east of Chicago. Train A is covering 35 miles of track per hour; train B is covering 45 miles per hour. The distance between them, however, is reducing by 35 + 45 = 80 miles per hour. If there is 600 miles of track between them to start out with, it will disappear in 600/80 = 7.5 hours. In that time, train A will have traveled 262.5 miles. Let's use basic linear motion equations to solve the problem. It should be easy because constant velocity is involved; that is, there is no acceleration, so the equations will be simple. The general equation is s = s0 + vt, where s is the distance traveled, s0 is the initial distance, v is the velocity, and t is the time. For our system, let's assume Chicago is the "origin." Let's also assume that traveling east (from Chicago to D.C.) is positive. So the equation for train A is sa = sao + vat = 0 + 35t = 35t (Note that sao is zero because Chicago is the origin.) The equation for train B is sb = sb0 + vbt = 600 + (-45)t = 600 - 45t (Note that vb is negative because train B is traveling west, which is the negative direction.) The collision occurs when sa = sb. So, 35t = 600 - 45t. Adding 45t to both sides yields 80t = 600, so t = 7.5. Plugging that result into the equation for train A, we get sa = 35 * 7.5 = 262.5. Sheesh:Closing @ 80 mph, the trains will "meet" at 35/80 = 43.75% of the total distance from Chicago.
* T-26 (~11,000 pre-war+1,549) * T-50 (63) * T-60 (6,292) * T-70 (8,226) * T-80 (120) * BT fast tank (~6,000 pre-war+706 BT-8) == · T-28 (500 pre-war+12) · T-34 (967 pre-war) · T-34-76 (35,119) · T-34-85 (29,430) · T-44 (200) == * T-35 (~40 pre-war) * KV (Kliment Voroshilov) (508 pre-war) * ** KV-1 (Kliment Voroshilov 1) (3,015) ** KV-1S (Kliment Voroshilov 1S) (1,232) ** KV-85 (Kliment Voroshilov 85) (130) ** KV-2 (Kliment Voroshilov 2) (334) * IS-2 (Iosif Stalin 2) (3,854) * IS-3 (Iosif Stalin 3)
The cast of Luna - 1983 includes: Colin Bennett as Andy John Carlin as Asst. Galactic Co-ordinator Robbie Coltrane as 35T Joanna Dickens as Mrs. 80H Frank Duncan as Gramps Eve Ferret as Banktelloid Natalie Forbes as 40D Bob Goody as U2 David Gretton as Mr. Efficiecity Judy Gridley as Mrs. Efficiecity Phyllida Hewat as Creature Feature Lady Helene Hunt as Lady Patsy Kensit as Luna Roy Macready as 80H Josephine Melville as Phasa Natalie Morse as Dimini Lizard Glen Murphy as Chauffeur Linda Polan as Mother Barbara Rosenblat as 2B2B Hugh Spight as Jazzmine Tracey Stanley as Nectarina Russell Wootton as Mr. Efficiecity Jo Wyatt as Luna Amanda York as Gruzilla
I'm not going to lie, I'm not 100% sure if I'm going to do this correctly. It's been a while since I've done something like this, so you may want to double check my answer. Also, the letter T in your question is really throwing me off, so I'm just going to give you two answers. The first answer will treat T as a variable, the second answer will ignore it completely. Both answers, however, use the following equation for the reflection of a vector about a line:RefL(v) = 2L(v ● L)/(L ● L) - vFor my first answer, I'll use the following vectors for Land v:L = -2i - j + 2Tk, andv = 7i + 2j + 7Tk,where i, j, and k are the unit vectors in the direction of the x, y, and z axes in R3, respectively.Thus,v ● L = -14 - 2 + 14T2 = 14T2 - 16.L ● L = 4 + 1 + 4T2 = 4T2 + 5.Therefore, 2L(v ● L)/(L ● L) =2L(14T2 - 16)/(4T2 + 5) = L(28T2 - 32)/(4T2 + 5) =-8(7T2 - 8)/(4T2 + 5)i - 4(7T2 - 8)/(4T2 + 5)j + 8T(7T2 - 8)/(4T2 + 5)k.Let A = 2L(v ● L)/(L ● L).(A - v)i = [-8(7T2 - 8)/(4T2 + 5) - 7(4T2 + 5)/(4T2 + 5)]i =(-56T2 + 64 - 28T2 - 35)/(4T2 + 5)i = (-84T2 + 29)/(4T2 + 5)i.(A - v)j = [-4(7T2 - 8)/(4T2 + 5) - 2(4T2 + 5)/(4T2 + 5)]j =(-28T2 + 32 - 8T2 - 10)/(4T2 + 5)j = (-36T2 + 22)/(4T2 + 5)j.(A - v)k = [8T(7T2 - 8)/(4T2 + 5) - 7T(4T2 + 5)/(4T2 + 5)]k =(56T3 - 64T - 28T3 - 35T)/(4T2 + 5)k = (28T3 - 99T)/(4T2 + 5)k.Let b = 1/(4T2 + 5), thenRefL(v) = b[(-84T2 + 29)i + (-36T2 + 22)j + (28T3 - 99T)k]That expression for RefL(v) looks pretty ugly, so I'm going to do the problem again, this time without the variable T.L = -2i - j + 2k, andv = 7i + 2j + 7k.v ● L = -14 - 2 + 14 = -2L ● L = 4 + 1 + 4 = 9Therefore, 2L(v ● L)/(L ● L) =2L(-2/9) = L(-4/9) =(8/9)i + (4/9)j - (8/9)k.RefL(v) = 2L(v ● L)/(L ● L) - v = (8/9)i + (4/9)j - (8/9)k - 7i - 2j - 7k =-(55/9)i - (14/9)j - (71/9)k.While this expression does look much nicer, I'm not sure if it's right. So, like I recommended above, please double check my work!
Robbie Cleiren has: Performed in "Het contract" in 1992. Performed in "Buiten de Zone" in 1994. Played Patrick in "Buiten de Zone" in 1994. Played Filip Kronenbergs in "Heterdaad" in 1996. Performed in "Eenzaamheid is des mensen" in 1996. Played Nico in "Windkracht 10" in 1997. Performed in "Big in Belgium" in 1997. Performed in "Tunnel" in 1997. Played Pierre Roland in "Kongo" in 1997. Played Luc Lievens in "Recht op recht" in 1998. Performed in "To Speak" in 1999. Played Eddy in "Penalty" in 2000. Played Hans in "Verboden te zuchten" in 2001. Played Funeral director Staelens in "Zone stad" in 2003. Played Joris Machiels in "Witse" in 2004. Played Ricus Sercu in "Witse" in 2004. Played Dr. Herman De Praet in "Aspe" in 2004. Played Etienne Smets in "Rupel" in 2004. Played Jan Quagebuer in "Aspe" in 2004. Played Michel Clement in "De wet volgens Milo" in 2004. Played Philippe Olyslaeghers in "Witse" in 2004. Played Fred in "Een ander zijn geluk" in 2005. Performed in "Bedankt voor de zalm" in 2005. Played Dokter Verbeke in "Linkeroever" in 2008. Played Sam De Wael in "Vermist" in 2008. Played Vader Segers in "Vermist" in 2008. Played Luc Nys in "Code 37" in 2009. Played Deurwaarder in "De helaasheid der dingen" in 2009. Played Cisse in "Dirty Mind" in 2009. Played Geert in "Macula" in 2011. Played Jimmy in "The Broken Circle Breakdown" in 2012. Performed in "De Naam van de Vader" in 2012. Played Thomas Dewitt in "Clan" in 2012. Played Nico De Geest in "Danni Lowinski" in 2012. Played Mark de Graef in "Ontspoord" in 2013. Played Gendarme in "In Vlaamse Velden" in 2013. Performed in "Het Vonnis" in 2013. Played Patrick in "Cadet" in 2013. Performed in "W. - Witse de film" in 2014. Played Vader van Ineke in "Cordon" in 2014. Played Peter in "Marsman" in 2014.