Simpul, fri, izi ɛn pawaful fɔ fɔ kɔnvɔyt bitwin wan string ɛn heksadesimal, kin ɛnta wan link, vidio ɔ imej fɔ ɛnkɔd/dikɔd; ivin yu kin du wit di rimot URL dɛn ɔ ɔplod yu yon fayl dɛn, bak dawnlod bak ɔ sheb yu padi dɛn dairekt wit dɛn yon langwej.
Heksadesimal na wan bays 16 nɔmba sistɛm. Di nɔmba dɛn frɔm 0 to 9, dɛn de sho dɛn wit dɛn kɔrɛspɔndɛns lɛta dɛn (A to F). Nɔmba dɛn frɔm 10 to 15 na tu dijit dɛn lɛk 1234 ɔ ABCD. Heksadesimal nɔmba dɛn kin pas dɛn limit ya, dɛn kin yuz 4 aks fɔ sho nɔmba dɛn frɔm 16 to 255.
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Bikɔs di brawza nɔ de wok fayn, yu data lɔng nɔ go pas 1950 aks if yu want fɔ yuz dis we dairekt wan. If nɔto dat, duya tink bɔt fɔ yuz wi API.
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{
"status": true,
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"messsage": "",
}
Hɛksadesimal na we fɔ riprizent baynary data insay fɔm we mɔtalman kin rid. Dɛn bin mek am insay di ia 1900 fɔ mek kɔmpyuta dɛn ebul fɔ kip bɔku bɔku tin dɛn.
Yu kin yuz heksadesimal fɔ kɔnvɔyt bitwin dɛsimal ɛn baynary valyu dɛn. Fɔ ɛgzampul, if yu kɔnvɔyt 10011011001010 to heksadesimal, dat go mek yu gɛt 0x4F. Dis min se di valyu 4F de sho di baynary nɔmba 100110110010110.
Insay matematiks ɛn kɔmpyuta sayɛns, heksadesimal (we dɛn kin yuz bak bays 16, ɔ heks) na pozishɔnal nɔmba sistɛm we gɛt radiks, ɔ bays, we na 16. I de yuz siksti difrɛn simbul dɛn, bɔku tɛm di simbul dɛn 0–9 fɔ riprizent valyu dɛn ziro to nayn, . ɛn A, B, C, D, E, F (ɔ ɔda we a–f) fɔ riprizent valyu dɛn tɛn to fayvtin. Fɔ ɛgzampul, di heksadesimal nɔmba 2AF3 ikwal, insay dɛsimal, to (2 × 163) + (10 × 162) + (15 × 161) + (3 × 160) , ɔ 10,995.
Ɛni heksadesimal dijit de sho 4 baynary dijit (bit) (dɛn kin kɔl am bak "nibble"), ɛn di praymar yus fɔ heksadesimal noteshɔn na as mɔtalman-frenli ripreshɔn fɔ baynary kɔd valyu dɛn na kɔmpiutishɔn ɛn dijital ilɛktroniks. Fɔ ɛgzampul, bayt valyu dɛn kin kɔmɔt frɔm 0 to 255 (dɛsimal) bɔt dɛn kin ripresent dɛn mɔ izi wan as tu heksadesimal dijit dɛn we de na di rɛnj 00 to FF. Dɛn kin yuz heksadesimal bak fɔ sho kɔmpyuta mɛmori adrɛs dɛn.
Heks na abbrevieshɔn fɔ Hexadecimal, we de bays pan wan bays -16 strɔkchɔ ɛn dɛn de yuz am fɔ mek i izi fɔ mek i izi fɔ mek dɛn ripresent instrɔkshɔn to kɔmpyuta dɛn. Dɛn bin mek dis 16 simbul nɔmba sistɛm as we fɔ mek dɛn nɔ gɛt 8-bit baynary nɔmba, so dɛn kin kɔd di data insay kɔmpyuta dɛn we nɔ gɛt ɛni tray. Yu kin imprint ɛn tayp am yuz tu difrɛn heks dijit dɛn wit ɛni heks dijit we de sho wan nibbul ɔ sɔntɛm 4-bit fɔmat.
Dis nɔmba sistɛm de yuz 16 simbul dɛn we dɛn riprizent insay wan rɛnj frɔm 0-9 ɔ AF. Di 0–9 riprizent nɔmba dɛn we go rich nayn usay AF de riprizent bay di nɔmba 10–15. As yu kɔmpia am wit di ɔda tri kayn nɔmba sistɛm dɛn, dɛn kin tek di heksadesimal nɔmba sistɛm as di wan we wok pas ɔl.
Di heksadesimal sistem na bays 16 nɔmba noteshɔn, we di dɛsimal sistɛm na bays 10 nɔmba noteshɔn. In ɔda wɔd, di heksadesimal sistɛm de yuz 16 simbul dɛn fɔ sho di nɔmba dɛn, we di dɛsimal sistɛm de yuz 10 simbul dɛn. Dis ɛkspɛnshɔn de alaw bak fɔ gɛt ay infɔmeshɔn dɛnsiti-hɛksadesimal dijit dɛn kin riprizent tu tɛm pas di dɛsimal dijit dɛn.
Dɛn mek heksadesimal nɔmba dɛn wit 16 dijit dɛn instead ɔf di 10 we de insay wan dɛsimal nɔmba. Di ɔda we dɛn nɔmba dɛn ya de bigin bak afta F (ɔ 15 insay dɛsimal), we i nɔ de insay di dɛsimal dɛn. Chek di tebul we de dɔŋ fɔ si aw dɛn kɔmpia!
We yu de kɔnvɔyt heksadesimal to dɛsimal, di fɔs tin we yu fɔ du na fɔ sheb di heks nɔmba bay 16. Dis go gi yu di bays nɔmba. Di sɛkɔn tin we yu fɔ du na fɔ sheb ɛni dijit na di heks nɔmba bay 16 ɛn rayt di rizɔlt dɛn. Fɔ dɔn, ad ɔl di nɔmba dɛn we dɛn jɔs kɔl.
Fɔ ɛgzampul, if pɔsin want fɔ kɔnvɔyt 9F7A to dɛsimal, dɛn go fɔs sheb 9F7A to 16 we ikwal to 6051. Dɔn dɛn go sheb ɛni dijit we na 6051 to 16 we ikwal to 381. Las wan, dɛn go ad 381 + 381 + 381 we ikwal 1144. So, 9F7A insay dɛsimal ikwal to 1144
Fɔ kɔnvɔyt dɛsimal to heksadesimal na simpul tin, ɛn yu kin du am wit kɔlkyulɛta ɔ ɔnlayn kɔnvɔta. Fɔ mek yu ebul fɔ chenj di nɔmba, sheb am wit 16 ɛn tek di ɔda wan. Dis lef go afta dat kɔrɛspɔnd to wan heksadesimal dijit. Fɔ ɛgzampul, if yu gɛt di dɛsimal nɔmba 234, sheb am wit 16 ɛn tek di ɔda wan: 234 / 16 = 14 R 2. So, insay heksadesimal noteshɔn, dɛn go rayt dis nɔmba as “E2”.
Bɔku tin dɛn de we de na di Intanɛt we go ɛp fɔ chenj bitwin dɛsimal ɛn heksadesimal nɔmba dɛn. Apat frɔm dat, bɔku pan di kɔlkyulɛta dɛn gɛt wan tin we dɛn dɔn bil insay we go mek yu ebul fɔ du dis kɔnvɛnshɔn izi wan. If yu jɔs klik di maws ɔ tap di kibɔd, yu go ebul fɔ chenj ɛni dɛsimal valyu to in kɔrɛspɔndɛns heksadesimal ikwal!
Dɛn bin mek di heksadesimal, ɔ bays-16, sistɛm fɔ ɛmulayt sɔm pan di sem prɔpati dɛn we di dɛsimal sistɛm gɛt. In ɔda wɔd dɛn, dɛn mek am fɔ mek tin izi fɔ wi mɔtalman. Di nɔmba 423 gɛt 16 dijit dɛn instead ɔf 10 dijit dɛn we de na disimal sistɛm. Dis na bikɔs heksadesimal de yuz bays we gɛt 16 simbul dɛn instead ɔf 10. Afta F, di ɔda de bigin bak wit 0 ɛn so ɛn so te wi rich to 15 we dɛn not as F.
Hɛksadesimal ɛnkɔdin de ridyus di nɔmba fɔ di dijit dɛn bay wan faktɔ we na et we yu kɔmpia am wit di dɛsimal sistɛm. Apat frɔm dat, heksadesimal nɔmba dɛn gɛt infɔmeshɔn dɛnsiti we tu tɛm pas di dɛsimal nɔmba dɛn. So, wetin mek yu fɔ bost fɔ lan dis funky smɔl nɔmba skim? Na bikɔs i kin mek yu layf izi! We yu de wok wit dijital sistem ɔ data transmishɔn, yuz heks go sev yu tɛm ɛn ɛnaji we yu de dikɔd kriptik mɛsej ɔ data strim.
We i kam pan baynary kɔdin, Hɛksadesimal de wok fayn bikɔs i de ridyus 8 dijit to 2. Apat frɔm dat, Hɛks de gi big digri pan infɔmeshɔn dɛnsiti ɛn ay akkuracy pan nɔmba dɛn pas baynary. Dis na bikɔs Hɛks de yuz 16 simbul dɛn instead ɔf jɔs tu lɛk baynary. Bikɔs ɔf dis inkris efyushɔn, dɛn kin yuz Hɛksadesimal bɔku tɛm we dɛn de yuz baynary kɔdin insay kɔmpyuta ɛn dijital ilɛktroniks ɛn bak fɔ kɔmpyuta sayɛns aplikeshɔn dɛn.
Apat frɔm dat, Hɛksadesimal de tek smɔl ples pas dɛsimal. Wit tu dijit nכmכ insted כf 8 baynary dijit, Hεks nכmba dεm de riprizent big nכmba dεm bכku mכr kכnsis. Dis kin rili ɛp we yu de wok wit kɔmpyuta sistɛm, bikɔs chans nɔ de fɔ mek mistek we yu de tayp heks kɔd dɛn we yu kɔmpia am wit dɛsimal kɔd dɛn we gɛt bɔku dɛsimal pɔynt dɛn ɔlsay!
Heksadesimal nɔmba na nɔmba we de yuz 16 dijit instead ɔf di 10 dijit dɛn we wi de yuz na di dɛsimal sistɛm. Dɛn kɔl dis nɔmba sistɛm bays-16, ɛn i de ɛp wi fɔ falamakata di prɔpati dɛn we wi sabi disimal sistɛm gɛt. Insay heksadesimal, ɛni dijit de sho pawa we na 16. Di nɔmba dɛn frɔm 0 to 9 de sho di pawa dɛn we 1 to 10 gɛt, we A to F de sho di pawa dɛn we 11 to 15 gɛt.
Jɔs lɛk insay dɛsimal, afta dɛn dɔn yuz 16 simbul dɛn na Hɛksadesimal, di ɔda we aw di nɔmba dɛn de bigin bak na ziro. So, heksadesimal 10 ikwal to desimal 16, ɛn heksadesimal 11 ikwal to dɛsimal 17. Ɛn so de go!
Di Dɛsimal sistɛm de stat wit 10 ɛn go ɔp to 15. Dis min se di rɛnj ɔf valyu dɛn we dɛn kin riprizent wit dɛsimal nɔmba na frɔm 0-9, dɔn AF (10-15).
We i kam pan fɔ dikɔd Hɛksadesimal, sɔm tin dɛn de we yu nid fɔ no. Fɔs, jɔs lɛk di dɛsimal sistɛm, di heksadesimal sistɛm gɛt 10 simbul dɛn (0-9) we de sho nɔmba dɛn. Bɔt insay heksadesimal, dɛn dijit ya gɛt valyu dɛn we tu tɛm pas dɛn kɔmpin dɛn na di dɛsimal sistɛm. So, pan ɔl we di nɔmba “10” de sho wit di simbul “A” insay heksadesimal, i go ikwal to “10” insay di dɛsimal sistɛm.
Semweso, afta wi rich 9 insay Hɛksadesimal (we dɛn sho wit “F”), wi kin bigin fɔ kɔnt bak na 10 (“10”). dis patεn de kכntinyu te wi rich 15 (“1F”), na da tεm de wi de riset bak to 0 εn bigin fכ kכnt bak na 16 (“20”). Dis kin tan lɛk se yu kɔnfyus fɔs, bɔt if yu praktis smɔl, i go bi sɛkɔn tin!
Las wan, jɔs lɛk insay bays 10 (di dɛsimal sistɛm), ɛni ples valyu fɔ heksadesimal nɔmba de sho pawa we na 16. So fɔ ɛgzampul, if wi bin gɛt di nɔmba 423004 we dɛn bin dɔn kip as heksadesimal valyu:
Di 4 go ripresent 400 (4×100), 2 go ripresent 20 (2×10), 3 go ripresent 3 (3×1), ɛn di 0 go ripresent 0 (0x0).
Dis na jɔs wan bɛsik ɔvaviu fɔ dikɔd Hɛksadesimal nɔmba dɛn. If yu de luk fɔ mɔ ditayli infɔmeshɔn, bɔku tin dɛn de na di Intanɛt we go ɛp yu!
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