What is the value of pi to 50 decimal places?
200355
wrong dand the answer is wherever you find it these are the teachings of aristotle
579065
do you mean 18 times the sq rt of 50, that would be 127.3\nthen subtract 21 times sq rt 40 divided by 3 times sq rt 2\nOr, is all of the subtraction part above the line\nSee if you can rewrite the problem
450835
if you are using a "while" or "do while" loop\n\nwhile ((x1 - x0) > 0.001)\n{\n//your code here\n}\n\nor you can do this\n\ndo\n{\n//your code here\n}\nwhile ((x1 - x0) > 0.001);
296076
the correct option is e \n the value of i radian is 180/pi = 57.3248 ( if pi is 3.14)
318166
5050\n\nIf you add the numbers like this\n (1 + 100) + (2 + 99) + (3 + 98) + . . . . + (50 + 51) = ?\nthen each set adds up to 101 and there are 50 sets of numbers, so 101*50=5050
160270
An approach to this problem you may want to try is to multiply every term by 10.  This will get rid of all the decimals.  The equation becomes:\n1p+21=46p-19+5p\np+21=51p-19\n-50p=-40\np=-40/-50\np=0.8
305849
Doing paper work you often use the ratonal approximation 22/7 = 3.1428.. However pi is irrational and can't be represented exactly as the ratio of two integers. pi goes on forever and has no repeating decimal pattern. But a better approximating ratio is 355/113 = 3.141592...
239833
Here are 10,000 digits... I could do many millions with ease, but Yahoo probably does not like huge posts.\n\nBy the way, the sqrt(Pi) has an infinite number of digits.  This can be proved using a "diagonalization proof" that proves that the number is irrational.\n\n1.77245385090551602729816748334114518279754945612238712821380778\n9852911284591032181374950656738544665416226823624282570666\n2361528657244226025250937096027870684620376986531051228499\n2517302895082622893209537926796280017463901535147972051670\n0190185234018585446974494912640313921775525906216405419332\n5009063984076137334774751534336679897893658518364087954511\n6516173876005906739343179133280985484624818490205465485219\n5613251561647467515042738761056107996127107210060372044483\n6723652966137080943234988316684242138457096091204204277857\n7806869476657000521830568512541339663694465418151071669388\n3321942929357062268865224420542149948049920756486398874838\n5059306402182140292858112330649789452036211490789622873894\n0324597819851313487126651250629326004465638210967502681249\n6930595420461560761952217391525070207792758099054332900662\n2230676144696612481887430699788352050614644438541853079735\n7425717918563595974995995226384924220388910396640644729397\n2841345043002140564233433039261756134176336320017037654163\n4763206692765418128357624903269045084853201341924359897308\n7119379948293873011126256165881888478597787596376136321863\n4246546641333954355703201522654193952186030497310513829498\n4396591656142459554212266151024785360980955103956007894021\n8809961338285402501680074580272911936642519282051000193635\n0073914643295493433951928853735459200563766502880540575532\n1231890091263228191509149808366956244831008522219239736463\n2484286326114576693242537157737789441409054457359535122562\n6391080239236909732127905807617134603914574791879794124850\n2184451458113418888804132209553321846467097274910285652627\n0784545326222784880098238583630075495095476406237708338835\n7225436621567481327668384244972420874516161833205077991480\n1846668142366936519028454638576148278570377743883762974799\n8273770543158368241099868322850380552635536972229313380526\n4428410372312043967004307612454138311792278275363715598398\n3768845370278429857070905112238405367790133854145853162080\n7304313806973998743669316601381707927205604195488285806309\n3111636297047867814026963272962701226135985897754505289483\n1130166840015320748519824024633375558517135680193412289759\n8071956874025057150214178379254364303036592821125092588061\n8903117074543127903953553660682611001188965742048727593919\n9769955383521150866962555964413705038292449535903106362345\n3056471711621685872545868744002961175792172319055405719868\n1727588419089649657906696515601728351482903856551169807210\n7953309161308435985243894654406821655003275379960238665037\n9888648152118657999585718656377511331597475359604341377664\n5119143460134292508116324806409073773212629335747472967679\n3412716029665120809898090577996603051021816255579789074870\n7621107623802626785429701502710915350498535149239083248428\n0828987595575678848892608420885521269510357370208661259115\n5413204403735608643388371239620642939023786663116326167888\n4192279819499524039424578422044303042043042071096927339294\n6085104969289739161855607837870336428902342932718872968029\n7215816594261297283663959050411303747457435097490580163269\n1653757690981097485625377850342879942192237718584431832793\n7312980065870368619230102174545052030845533038619506602364\n3341153205974122426426535421655815003647269194638254412455\n7259473900719227187097960549897246028226024291050774020812\n3756748076276377437063450463147737694803316835707620587495\n7817335099676287338739670296881906614261445737132282280393\n5444608377601058646738943855776887203971767059273166300903\n1126081448843086241142922479654540261637551586587351984372\n1755055272950641504357687583814935940105565912150377044197\n3880370568097143463163605434136507669997576211981184258742\n252081404364062117230919743945524596778174219146433350671
626657
Here r ur answers...\n\nsin 30 = 0.5\ncos 5pi/6 = -0.8660\ntan 315 = -1\ncot pi/2 = 0\nsec -135 = 1/cos 135 = -1.414\ncosec 3pi/4 = 1.414
371682
The formula for the circumference of a circle = pi x diameter.\n\nYou may have a value for pi like 3.142 .......(this is the one I remember)\n\nYou can tell by looking at the answers, that the answer is approx 21  (rather more than 3 x a tiny bit less than 7)\n\nAt some stage during the lesson that preceded this homework, there must have been a discussion about the appropriate number of decimal places to use.\n\nThe diameter of the circle was measured at some time.  It was given as 6.94 cm.  The measurement was considered good to 2 decimal places.  The value of the circumference is based on a calculation using this measurement to 2 dec pl, so the answer is good to 2 dec pl  = 21.80\n\nThe difference between 21.8 and 21.80 is precision.  The extra place of decimals shows greater precision.\n\nSome people know the value of pi to twenty decimal places.  You may multiply the value of the diameter by pi to 20 pl of decimals.  The answer has no meaning beyond the 2 places of decimals used when the diameter was measured.
412931
I VIEW IT AS 50 50...................
459983
it is possible when X=33.02163079..... try it
369054
It equals (2/3)*pi.   It does not equal (-1/3)*pi  -- that would be (-inverse cosine (-1/2)).
401484
Yiu would first decide how many decimal places you are going to consider.  The usual is 3.  Then work it from there...;
527878
The correct answer is:\n\n2,432,902,008,176,640,000\n\nYour calculator probably rounded it all little saying your answer is 2.43 with 18 digits after the decimal place.  Genally you'll take the 18 digits as 0 unless some of it is specified originally.\n\nScientific notation is shown two ways:\n2.43 x 10^18\nOR\n2.43E18\n\nFor example\n500 can be stated as 5 x 10^2  OR  5E2\n44200 can be stated as 4.42 x 10^4  OR  4.42E4
541183
First off, 22/7 is an approximation of pi. Pi is an irrational number that  cannot be written as finite fraction or decimal. Pi is equal to the ratio of the circumference of a circle to its diameter. The initial decimalization of pi is 3.14159... it goes on forever, never with a repeating pattern. 22/7 = 3.14285714285714 which is somewhat close to pi but not the same thing at all.
630884
50 + (50x3)\n50 + 150 = 200