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What is 8 squared plus 3 squared?
73
What is IX squared divided by III plus LXXIII showing details of your work in Roman and Arabic numerals?
Roman numerals:IX*IX = LXXXILXXXI/III = XXVIIXXVII+LXXIII = LXXXXVIIIII => CArabic numerals:9*9 = 8181/3 = 2727+73 = 100
What number is 73 percent of 73?
73% of 73 = 73% * 73 = 0.73 * 73 = 53.29
What is 9x squared-15x squared?
9x squared-15x squared = -6
What is 73 in a fraction?
73= 73/1
What is 8 squared plus 3 squared?
73
What is c assuming a squared b squared c squared and a 3 and b 8 and the answer cannot be in decimals?
c= sq rt of 73
What is c assuming a squared plus b squared equals c squared and a equals 3 and b equals 8 and the answer cannot be in decimals?
* a2 + b2 = c2 * a = 3 * b = 8 * (3)2 + (8)2 = c2 * 9 + 64 = c2 * 73 = c2 * c = √73
What is IX squared divided by III plus LXXIII showing details of your work in Roman and Arabic numerals?
Roman numerals:IX*IX = LXXXILXXXI/III = XXVIIXXVII+LXXIII = LXXXXVIIIII => CArabic numerals:9*9 = 8181/3 = 2727+73 = 100
The base of an isosceles triangle is 42 feet long The altitude to the base is 70 feet long What is the measure of a base angle to the nearest degree?
Call the angle v: tan v = opp/ adj = 70/21 = 3.33; tan 73 = 3.26, tan 74 = 3.48 so 73 degrees is nearest. Check: sin73 = opp/hyp so hyp is 70/sin 73 = 70/0.956 = 73.22. Now use Pythagoras: does 73.22 squared equal 70 squared plus 21 squared? In whole numbers 5329 = 4900 + 441? Not quite, but good enough for Wiki!
Is 5329 a perfect square?
The square root of 5329 is 73, so 5329 is a perfect square, since it can be both squared and have its square root taken with both results being integers.
What number is 73 percent of 73?
73% of 73 = 73% * 73 = 0.73 * 73 = 53.29
What is 73 divided by 1?
73
What did Pythagoras do in his life time?
he made the theorem C squared = A squared + B squared and A squared = C squared - B squared or B squared = C squared - A squared
What times by 210 but adds to 73?
283
3x squared - x squared?
3x squared - x squared = 2x squared
Is 61 and 73 a prime?
Yes, they both are. They are odd, and neither one is divisible by 3, 5, or 7. The next prime is 11, and they are both less than 11 squared (121), so they are prime.
