No, neither one.
100 ÷ 30 = 3 10/30 = 3⅓ = 3.333... ≈ 3.3
3 with remainder 10.
3*100/10 =30
0.3, to figure out percentages divide the number by 100 and times it by what percentage you want. 10 percent of 3 = 3 divided by 100 = 0.03 times 10 = 0.3
It depends entirely on what you want it to mean. Because if you have -(10+3) that's equivalent to 100-13. If you have(10squared - 10) that's 90 +3.
3 7/10 as a percent = 370% % rate = 3 7/10 * 100% = (3 + 0.7) * 100% = 3.7 * 100% = 370%
3 7/10 as a percent = 370% % rate = 3 7/10 * 100% = (3 + 0.7) * 100% = 3.7 * 100% = 370%
(7/10) + (3/100) + (9/1000)(7/10) + (3/100) + (9/1000)(7/10) + (3/100) + (9/1000)(7/10) + (3/100) + (9/1000)
30/100 = 3/10
30/100 = 3/10
3/10 = 30/100 79/100 - 30/100 = 49/100
Answer: A googolplexian or a googolduplex would be bigger as it is 1 followed by googolplex zeroes, which is 10^(10^(10^100)) Another bigger number is googoltriplex, 1 followed by googolplexian zeroes, = 10^(10^(10^(10^100))) Another big number, a giggol (not giggle), is equal to 10^^100 = 10^(10^(10^...(10^(10^10)))...))) With 100 tens A googolstack is 10^^(10^100) = 10^(10^(...10^10)))...))) With googol tens A googolplexstack = 10^^(10^10^100) meaning a googolplex tens in the power tower A tritri is 3^^^3 = 3 {3} 3 = 3^^3^^3 = a power tower of 7,625,597,484,987 threes A giggolplex (not googolplex) is equal to 10^^(10^^100) = 10^^giggol, meaning a power tower of a giggol tens a giggolplexian (not googolplexian) is a power tower of a giggolplex tens, = 10^^(10^^(10^^100)) A gaggol (not gaggle) is equal to 10^^^100 = 10^^(10^^(...(10^^10)))...))) With 100 tens G1 = 3^^^^3 = 3^^^3^^^3 A gaggolplex (not googolplex) is 10^^^(10^^^100) I'm sure you understand the ^^^^^^... notation now, ^ can be written as ↑ A boogol = 10↑↑↑↑↑···↑↑↑↑↑10 with 100 up-arrows = 10 {100} 10 A boogolplex (not googolplex) is 10↑↑↑↑↑····↑↑↑↑↑10 with boogol up-arrows = 10 {10 {100} 10} 10 Graham's number = 3 {3 {...{3 {4} 3}... 3} 3 with 64 sets of {} = g64 A corporal is 10 {10 {10 {...{10 {10} 10}...} 10} 10} 10 with 100 sets of {} = 10 {{1}} 100