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You are at the section Fun With Math-Superpowerition: Inventing a Super Power Operation

Superpowerition Tables

9 ✱ -10 to 10

x ✱ yAnswer
9 ✱ -10 1.00000000007002
9 ✱ -9.75 1.00000000012127
9 ✱ -9.5 1.00000000021005
9 ✱ -9.25 1.00000000036382
9 ✱ -9 1.00000000063016
9 ✱ -8.75 1.00000000109146
9 ✱ -8.5 1.00000000189047
9 ✱ -8.25 1.0000000032744
9 ✱ -8 1.00000000567142
9 ✱ -7.75 1.00000000982319
9 ✱ -7.5 1.00000001701426
9 ✱ -7.25 1.00000002946957
9 ✱ -7 1.00000005104279
9 ✱ -6.75 1.0000000884087
9 ✱ -6.5 1.00000015312837
9 ✱ -6.25 1.00000026522613
9 ✱ -6 1.00000045938518
9 ✱ -5.75 1.00000079567861
9 ✱ -5.5 1.00000137815618
9 ✱ -5.25 1.00000238703772
9 ✱ -5 1.00000413447423
9 ✱ -4.75 1.00000716113027
9 ✱ -4.5 1.00001240347397
9 ✱ -4.25 1.00002148354465
9 ✱ -4 1.00003721088346
9 ✱ -3.75 1.00006445201858
9 ✱ -3.5 1.00011163680438
9 ✱ -3.25 1.00019336851819
9 ✱ -3 1.00033494780286
9 ✱ -2.75 1.00058021773594
9 ✱ -2.5 1.00100518001625
9 ✱ -2.25 1.00174166336102
9 ✱ -2 1.00301857222497
9 ✱ -1.75 1.00523409553998
9 ✱ -1.5 1.00908307951431
9 ✱ -1.25 1.01578461728032
9 ✱ -1 1.02749749491857
9 ✱ -.75 1.0481052470718
9 ✱ -.5 1.08478161262823
9 ✱ -.25 1.15136940666694
9 ✱ 0 1.27651800700924
9 ✱ .25 1.52631459321654
9 ✱ .5 2.0800838230519
9 ✱ .75 3.55575778613005
9 ✱ 1 9
9 ✱ 1.25 44.9569157598714
9 ✱ 1.5 729
9 ✱ 1.75 90863.5137552295
9 ✱ 2 387420489
9 ✱ 2.25 750185355257771
9 ✱ 2.5 5.814973700304E+25
9 ✱ 2.75 4.22187864306142E+44
9 ✱ 3 1.96627050475553E+77
9 ✱ 3.25 7.52518595688504E+133
9 ✱ 3.5 7.60203375682969E+231
9 ✱ 3.75 4.26139418680165E+401
9 ✱ 4 4.39328503696464E+695
9 ✱ 4.25 7.73847042771272E+1204
9 ✱ 4.5 8.47945898417408E+2086
9 ✱ 4.75 4.63409979307458E+3614
9 ✱ 5 9.99999999999999E+998
9 ✱ 5.25 0
9 ✱ 5.5 0
9 ✱ 5.75 0
9 ✱ 6 9.99999999999999E+998
9 ✱ 6.25 0
9 ✱ 6.5 0
9 ✱ 6.75 0
9 ✱ 7 0
9 ✱ 7.25 0
9 ✱ 7.5 0
9 ✱ 7.75 0
9 ✱ 8 0
9 ✱ 8.25 0
9 ✱ 8.5 0
9 ✱ 8.75 0
9 ✱ 9 0
9 ✱ 9.25 0
9 ✱ 9.5 0
9 ✱ 9.75 0
9 ✱ 10 1.11119064677151
x ✱ yAnswer
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Fun With Math-Superpowerition: Inventing a Super Power Operation Main Page Introduction Comparing The Math Operators I Comparing The Math Operators II Using Numbers 3 and Higher 1 ✱ b a ✱ 1 a ✱ 0 0 ✱ b a ✱ -b -a ✱ b -a ✱ -b Formula Summary So Far Integer a > 1 ✱ Decimal b > 1 Integer a > 1 ✱ Decimal 0 < b < 1 Integer a > 1 ✱ Decimal b < 0 Decimal a > 1 ✱ Decimal b > 1 Decimal a > 1 ✱ Decimal 0 < b < 1 Decimal a > 1 ✱ Decimal b < 0 Decimal 0 < a < 1 ✱ Decimal b > 1 Decimal 0 < a < 1 ✱ Decimal 0 < b < 1 Decimal 0 < a < 1 ✱ Decimal b < 0 Decimal -2 < a < 0 ✱ Decimal -1 < b < 2 Formula Summary So Far II Why 2 ✱ 0 is Not 1 Finding The Inverse Operations 1.25 ✱ -10 to 10 1.5 ✱ -10 to 10 1.75 ✱ -10 to 10 2 ✱ -10 to 10 2.5 ✱ -10 to 10 3 ✱ -10 to 10 3.5 ✱ -10 to 10 4 ✱ -10 to 10 4.5 ✱ -10 to 10 5 ✱ -10 to 10 6 ✱ -10 to 10 7 ✱ -10 to 10 8 ✱ -10 to 10 9 ✱ -10 to 10 10 ✱ -10 to 10
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