No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
No emperor ruled Rome in 400 BC. In that year Rome was a republic, not a principate.
The first Roman emperor was Augustus Caesar who ruled from 27 B. C. to 14 A. D. The last emperor was Romulus Augustus who ruled from 475-476.
From the first Chinese dynasty that was around the era of 1,600 B.C., to the last emperor in 1912 A.D. The last emperor was briefly restored to power in 1917, but this only lasted for 12 days.
Virginia (VA)
b
The closest answer is: b first Christian emperor. There is some evidence that Emperor Philip (244-249) might have been a Christian some seventy years before the time of Emperor Constantine.
The first Roman emperor was Augustus Caesar who ruled from 27 B. C. to 14 A. D. The last emperor was Romulus Augustus who ruled from 475-476.
From the first Chinese dynasty that was around the era of 1,600 B.C., to the last emperor in 1912 A.D. The last emperor was briefly restored to power in 1917, but this only lasted for 12 days.
If b=400, 400b = 1/400
Line B - Rome Metro - was created in 1955.
400-256 = b^2 144 = b^2 144^-2 [square root of 144] = b ? = b you can do the rest!
The cast of B 400 - 1997 includes: Tahir Haroun Herve Tostivint
Virginia (VA)
b
Area can't be in "feet"; I'll assume it is "square feet". Solve two simultaneous equations: Perimeter: 2(a+b) = 100 Area: ab = 400 Solve perimeter equation for one variable: 2(a+b) = 100 a+b = 50 a = 50 - b Substitute this in the other equation: ab = 400 (50-b)b = 400 50b - b2 = 400 b2 -50b+400 = 0 To continue, use the quadratic formula, factoring, or complete the square. In this case, factoring is easy, so: (b-40)(b-10) = 0 "b" can be either 40 or 10. Replacing in the equation ab = 400, "a" is either 10 or 40.
(a+b)/2 = 25 (a*b)^0.5 = 20 a = 400/b b^2-50b+400=0 b=40, b=15 a=15, a=40
b.
yes