Something I found recently that might be interesting for you to solve (cipher codes). The solutions are on the web, so if you want a challenge don't Google the answer. Try and solve them in less than 44 hours without cheating
P RUVD OVD ZOVJRPUN AOLZL YLCLSHAPVUZ TBZA OHCL ILLU MVY FVB, HUK NPCLU FVBY WHZA LEWLYPLUJLZ UV VUL JVBSK ISHTL FVB MVY AOL KLJPZPVU FVB OHCL THKL AV ABYU FVBY IHJR VU FVBY BUJSL’Z ZAYHUNL YLXBLZA. UVULAOLSLZZ, DOPSL DL HYL ZAPSS BUZBYL VM AOL WBYWVZL VM AOL KVJBTLUA P AOPUR PA DVBSK IL H TPZAHRL AV YLSPUXBPZO AOL AHZR OL OHZ ZLA FVB.
P TBZA HKTPA AOHA P MPUK PA HSTVZA PTWVZZPISL AV YLJVUJPSL FVBY JBYYLUA CPLD VM APILYPBZ DPAO AOL THU DL IVAO RULD, HUK ZV P OHCL AHRLU AOL SPILYAF VM KLJPWOLYPUN AOL ULEA JOHWALY VM OPZ DPSS TFZLSM, PU AOL OVWL VM YLCLHSPUN TVYL PUMVYTHAPVU AOHA TPNOA OLSW BZ AV BUKLYZAHUK OPT ILAALY. P RUVD AOHA PAZ JVUALUAZ DPSS UVA LUAPYLSF YLHZZBYL FVB, IBA P AOPUR FVB VDL PA AV FVBYZLSM, PM UVA AV APILYPBZ, AV YLHK VU.
PU AOL TLHUAPTL HSSVD TL AV ZOHYL ZVTL YLTHYRZ JVUJLYUPUN AOL DPSS. AOYVBNOVBA TF WYVMLZZPVUHS SPML, P OHCL OHK AOL TPZMVYABUL AV YLHK H UBTILY VM MPUHS SLAALYZ DYPAALU IF TLU KYPCLU AV ZLSM KLZAYBJAPVU HUK P TBZA ALSS FVB AOHA AOPZ OHZ HU LUAPYLSF KPMMLYLUA MLLS AV PA. AOLYL PZ H MYHURULZZ DOPJO ZBNNLZAZ AOHA APILYPBZ PZ TVYL JVUJLYULK MVY AOL AYBAO AV IL RUVDU AOHU OL PZ AV WYVALJA OPZ YLWBAHAPVU. P OHCL H MLLSPUN AOHA APILYPBZ BUKLYZAVVK AOHA AOPZ DVBSK IL OHYK MVY FVB, IBA DOLAOLY FVB SPRL PA VY UVA P HT JLYAHPU AOHA FVB DPSS SLHYU AOL AYBAO PM FVB JVTWSLAL AOL JOHSSLUNL OL OHZ SLMA FVB.
FVB ZHPK AOHA DL ZOVBSK THPUAHPU AOL NYLHALZA KPZJYLAPVU, IBA P HT ZBYL APILYPBZ DVBSK YLTPUK FVB AOHA H JHLZHY ZOPMA JFWOLY JVBSK UVA WVZZPISF WYVCPKL FVB DPAO AOL KLNYLL VM ZLJBYPAF FVB YLXBPYL. P ZBNNLZA AOHA FVB TPNOA MVSSVD APILYPBZ’Z SLHK HUK BZL ZVTLAOPUN TVYL ZLJBYL SPRL HU HMMPUL ZOPMA JFWOLY MVY FVBY YLWSF.
FVBYZ,
JOHYSLZ
3.
TD SVJI PEJIQVL,
JO DZRI RIBHWB H JT PZWOHWRHWB OZ SVPDCEVI TD RWPQV’L XHQQ. EHL LOJOVTVWO OEJO “OEV SJWBVI SHS WZO VWS XHOE OEV XJI” HL LZTVXEJO JQJITHWB. XJL HO EHL HWOVWOHZW OZ LRBBVLO OEJO H JT JO LZTV IHLN? PZRQS EHL JPOHZWL SRIHWB OEV XJI IVJQQD MV CZLHWB J SJWBVI OZ TV JYOVI JQQ OEHL OHTV? HO HL PQVJI OEJO XV XHQQ EJUV OZ PZTCQVOV OEV SVPIDCOHZW HY XV JIV OZ RWSVILOJWS.
H SHS WZO VWPZRWOVI UVIZWJ SRIHWB OEV XJI, JWS EJUV EVJIS WZOEHWB JMZRO HO SRIHWB TD VAHQV EVIV ZW TJQOJ, MRO H OEHWN HO THBEO MV OHTV OZ TJNV SHLPIVOV VWFRHIHVL JMZRO HO HW QZWSZW. XZRQS DZR ZMQHBV TV HW OEHL?
ZWV ZOEVI OEHWB. JQTZLO PVIOJHWQD H JT KRTCHWB JO LEJSZXL, MRO TD QJWSQJSD IVTJINVS OEJO ZUVI OEV QJLO XVVN ZI LZ LEV EJL WZOHPVS OXZ TVW QZHOVIHWB HW OEV WVHBEMZRIEZZS ZY TD JCJIOTVWO. H PJWWZO MVQHVUV OEJO OEHL HL PZWWVPOVS XHOE TD RWPQV’L XHQQ, MRO EHL XJIWHWB EJL JQJITVS TV JWS H EJUV VWBJBVS OEV JLLHLOJWPV ZY J QZPJQ SVOVPOHUV OZ NVVC XJOPE.
H OJNV DZRI CZHWO JMZRO LVPRIHWB ZRI PZTTRWHPJOHZWL. OHMVIHRL HL PQVJIQD TZIV PZWPVIWVS OZ LVPRIV OEVLV QJOVI LVPOHZWL ZY OEV SZPRTVWO JL XVQQ, JWS H EJS OZ XZIN EJIS OZ MIVJN OEV NVDXZIS PDCEVI EV RLVS EVIV. IVORIWHWB OZ OEV XJIOHTV PZWUVWOHZW ZY YHUV QVOOVI MQZPNL IVJQQD SZVL JSS OZ OEV LVPRIHOD ZY OEV OVAO, JWS H EJS OZ PJIID ZRO YIVFRVWPD JWJQDLHL ZW OEHL LVPOHZW ZY OEV XHQQ. H LRBBVLO OEJO HW OEV YRORIV XV OZZ RLV OEV XJIOHTV PZWUVWOHZW. H OEHWN OEJO XHOE OEHL CIVPJROHZW OEV JYYHWV LEHYO PDCEVI LEZRQS JYYZIS RL LRYYHPHVWO LVPRIHOD HW ZRI QVOOVIL OZ ZWV JWZOEVI.
Something I found recently that might be interesting for you to solve (cipher codes). The solutions are on the web, so if you want a challenge don't Google the answer. Try and solve them in less than 44 hours without cheating
One hour passed, decoded the first three, lets see if I can get the rest.
Oh it's just a useful trick to deal with integrals of sec^n(x)dx and cosec^n(x) where n is odd. With cosec^n(x) you would multiply the top and bottom by sin(x)
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mGGTitan [NA ] (HotS)
Previously known as mGGTitan
"We are terran. We never surrender. We always fight 'till the end." - Empire Kas
Looks like a neat technic that I can use in my exams. Thx Titan!
However, I still wanna know if this is a valid answer. I got this answer after doing integration by part twice.
The only sure way to know is take the derivative! It's really close but I think it's
integration by parts is a pretty sweet way to do this problem. It probably requires less work than partial fractons
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mGGTitan [NA ] (HotS)
Previously known as mGGTitan
"We are terran. We never surrender. We always fight 'till the end." - Empire Kas
Help anyone?
doing a GCSE math book on Geometry and my tuition teacher presumed I learned trigonometry ;;
For (a), use the cosine rule
Then in (b), since you know the angle POQ, you can multiple it with the radius to get the arc length. After that i guess you know how to do the perimeter.
As for (c), you need to know the area of the segment PQ. To do that, you first calculate the area of the larger part of sector POQ, which you can do so by multiplying pir^2 with the reflex angle in radians. Then, find out the area of the triangle POQ. That, you can use the sine rule.
Then you just add them up. wala.
"and we'll invest more on Bots, as our first Trial bot, the 'NemBotElie' was a huge success, organising tournaments and being part of the Council of mGG. But there are a few bugs in which the bot cannot go past the skill level of a Platinum Protoss." - PaRAnorMaL
My friend sent me this picture cos she thought I was good at Mathematics.. clearly I suck LOL so I'm seeing if anyone here have any idea as to what these are, as my friend or myself have no idea what these formulae are. Thanks in advance!
___________________________________ NA | KR.
Known for a time as mGGCrayonPop and mGGxJieun
Q_Q'd.
Top left is Fermat's Last Theorem, which is a famous problem in mathematics that was recently solved by Andrew Wiles.
Top right some kind of Fourier Series in quantum mechanics. In QM you can completely describe objects using different kinds of 'basis states', such a position, momentum, energy, spin etc. In some cases knowledge of one set of states allows you to know another set of states, thanks to the uncertainty principle. I'm not quite sure what it's saying but I think the general gist that one side of the equation is one state (e.g position), the other is another state (e.g momentum), and the equation lets you transform between the two.
Bottom left is an (Inverse) Fourier Transform. If you have a signal whose amplitude varies with time, you can analyze what frequencies it's made up of using a Fourier transform. For example, say you have a piano note being played. The time-signal will be some kind of oscillating wave. Apply a Fourier transform and you can see the different sound frequencies it's made up of. One of the frequencies you see will be the actual note, however you may also see higher frequencies contributing to the timbre of the instrument.
Bottom right is some kind of inner product in quantum mechanics (similar to a dot product except with functions instead of vectors).
Dunno what the middle is
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mGGTitan [NA ] (HotS)
Previously known as mGGTitan
"We are terran. We never surrender. We always fight 'till the end." - Empire Kas
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