3e+23
6n-1248 = -1242
6n+3=15 6n+3-3=15-3=12 6n = 12 n=12/6 = 2
3e+7e = 10e
5n+6n-2n can be solved by combining like terms. Combine 5n and 6n and -2n to get 9n.
The coordinates 6N 58W correspond to the city of Manaos, located in Brazil. Manaos is the capital of the state of Amazonas and is situated in the heart of the Amazon Rainforest.
Algiers, the capital city of Algeria, is located at approximately 36°N latitude and 3°E longitude.
The city at 6 degrees north and 3 degrees east is Accra, the capital of Ghana in West Africa.
Algeria in Africa
Dumillinonagintanongentillion 1E8973 Trimillisexoctogintaoctingentillion 1E11661 Quadrimilliquattuordecicentillion 1E12345 Enneicosillion, 1E3,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,000,003 Dueicosedohectillion, 1E(3E(666)+3) Triotriacontetriahectillion, 1E(3E(999)+3) Femtekillillion, 1E(3E(15,000)+3) Vecekillillion, 1E(3E(30,000)+3) Pentecekillillion, 1E(3E(45,000)+3) Megillion, 1E(3E(3,000,000)+3) Gigillion, 1E(3E(3,000,000,000)+3) Terillion, 1E(3E(3E(12))+3) Petillion, 1E(3E(3E(15))+3) Exillion, 1E(3E(3E(18))+3) Zettillion, 1E(3E(3E(21))+3) Yottillion, 1E(3E(3E(24))+3) Xennillion, 1E(3E(3E(27))+3) Dakillion, 1E(3E(3E(30))+3) Hendillion, 1E(3E(3E(33))+3) Dokillion, 1E(3E(3E(36))+3) Tradakillion, 1E(3E(3E(39))+3) Tedakillion, 1E(3E(3E(42))+3) Pedakillion, 1E(3E(3E(45))+3) Exdakillion, 1E(3E(3E(48))+3) Zedakillion, 1E(3E(3E(51))+3) Yodakillion, 1E(3E(3E(54))+3) Nedakillion, 1E(3E(3E(57))+3) Ikillion, 1E(3E(3E(60))+3) Ikenillion, 1E(3E(3E(63))+3) Icodillion, 1E(3E(3E(66))+3) Ictrillion, 1E(3E(3E(69))+3) Icterillion, 1E(3E(3E(72))+3) Icpetillion, 1E(3E(3E(75))+3) Ikectillion, 1E(3E(3E(78))+3) Iczetillion, 1E(3E(3E(81))+3) Ikyotillion, 1E(3E(3E(84))+3) Icxenillion, 1E(3E(3E(87))+3) Trakillion, 1E(3E(3E(90))+3) Trakenillion, 1E(3E(3E(93))+3) Tracodillion, 1E(3E(3E(96))+3) Tractrillion, 1E(3E(3E(99))+3) Tekillion, 1E(3E(3E(120))+3) Hotillion, 1E(3E(3E(300))+3) Hodakillion, 1E(3E(3E(330))+3) Hotikillion, 1E(3E(3E(360))+3)
Triopentacontillion, 1E((3E159)+3) Killavecillion, 1E((3E3030)+3) Mejillion, 1E(3E(3E(3,000,000))+3) Bejillion, 1E(3E(3E(6,000,000))+3) Trejillion, 1E(3E(3E(9,000,000))+3) Tejillion, 1E(3E(3E(12,000,000))+3) Pejillion, 1E(3E(3E(15,000,000))+3) Exejillion, 1E(3E(3E(18,000,000))+3) Zejillion, 1E(3E(3E(21,000,000))+3) Yejillion, 1E(3E(3E(24,000,000))+3) Nejillion, 1E(3E(3E(27,000,000))+3) Dakejillion, 1E(3E(3E(30,000,000))+3) Hendejillion, 1E(3E(3E(33,000,000))+3) Dokejillion, 1E(3E(3E(36,000,000))+3) Tradakejillion, 1E(3E(3E(39,000,000))+3) Tedakejillion, 1E(3E(3E(42,000,000))+3) Pedakejillion, 1E(3E(3E(45,000,000))+3) Exdakejillion, 1E(3E(3E(48,000,000))+3) Zedakejillion, 1E(3E(3E(51,000,000))+3) Yodakejillion, 1E(3E(3E(54,000,000))+3) Nedakejillion, 1E(3E(3E(57,000,000))+3) Ikejillion, 1E(3E(3E(60,000,000))+3) Ikenejillion, 1E(3E(3E(63,000,000))+3) Icodejillion, 1E(3E(3E(66,000,000))+3) Ictrejillion, 1E(3E(3E(69,000,000))+3) Icterejillion, 1E(3E(3E(72,000,000))+3) Icpetejillion, 1E(3E(3E(75,000,000))+3) Ikectejillion, 1E(3E(3E(78,000,000))+3) Iczetejillion, 1E(3E(3E(81,000,000))+3) Ikyotejillion, 1E(3E(3E(84,000,000))+3) Icxenejillion, 1E(3E(3E(87,000,000))+3) Trakejillion, 1E(3E(3E(90,000,000))+3) Trakenejillion, 1E(3E(3E(93,000,000))+3) Hotejillion, 1E(3E(3E(300,000,000))+3) Astillion, 1E(3E(3E(3E12))+3) Dastillion, 1E(3E(3E(6E12))+3) Trastillion, 1E(3E(3E(9E12))+3) Tastillion, 1E(3E(3E(1.2E13))+3) Pastillion, 1E(3E(3E(1.5E13))+3) Pastavecillion (yum!), 1E(3E(3E(1.5E13)+30)+3) Exastillion, 1E(3E(3E(1.8E13))+3) Zastillion, 1E(3E(3E(2.1E13))+3) Yastillion, 1E(3E(3E(2.4E13))+3) Nastillion, 1E(3E(3E(2.7E13))+3) Nastihotillion, 1E(3E(3E(2.7E13(+300)))+3) Dakastillion, 1E(3E(3E(3E13))+3) Ikastillion, 1E(3E(3E(6E13))+3) Trakastillion, 1E(3E(3E(9E13))+3) Hotastillion, 1E(3E(3E(3E14))+3) Potastillion, 1E(3E(3E(1.5E15))+3) Lunillion, 1E(3E(3E(3E15))+3)
The biggest number referred to regularly is a googolplex (10googol), which works out as 1010^100
6n+5 = 11
3e-16 = -13
3e+23
-5=6n+7 -5-7=6n+7-7 -12=6n -12/6=6n/6 -2=n
6n-1 = 5