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What else can I help you with?
How many cubic equal a yard?
approx 1.25 c/yards
How many gallons of liquid hydrogen do you get from 1 cubic foot of gaseous hydrogen?
Well, since, at 1 atmosphere of pressure, it take roughly 848 cubic feet of gaseous hydrogenat 23 degrees C to equal 1 cubic foot of liquid hydrogen at -252.8 degrees C,one could easily deduce that 1 SCF of gaseous hydrogen would theoretically equal 1/848 SCF of liquid hydrogen, or just bareld over 2 cubic inches.
Which is bigger C feet or 4 yards?
1 yard is 3 ft
5 yards is how many rulers?
5 yards is 15 feet. Also, known as 15 rulers. B/C there are 12 inches in a ruler and 12 inches in a foot. Get it? I hope you do because this answer is right. TRUST ME!
Are division and subtraction commutative and associative?
No.Neither are commutative: a - b does not equal b - a, and a/b does not equal b/a.Neither is associative: (a - b) - c does not equal a - (b - c), and (a/b)/c does not equal a/(b/c).Examples of these are:4 - 2 does not equal 2 - 4.1/3 does not equal 3/1.(6 - 5) - 1 does not equal 6 - (5 - 1).(10/2)/2 does not equal 10/(2/2).
4 yards equals feet?
1 yard = 3 feet so 3 x 4 = 12 feet. or ab = c when a = feet and b = yards ( or vice versa) and c = answer
What is 1 over c to 1 power?
It is simply 1/c Anything to the first power is equal to itself.
What is the circumference of a circle with the radius of 1 yard?
C = 2*pi*r = 6.28 yards approx.
How much is 1 centigrade equal to Fahrenheit?
1 degree Celsius is equal to 33.8 degrees Fahrenheit.
Which is closest to 18 meters a. 18 inches b. 18 feet c. 18 yards?
The closest measurement of the three is 18 yards. There are 0.9144 metres in one yard, therefore, rounded to two decimal places, 18 metres is equal to 18/0.9144 = 19.69 yards.
How many gallons of water are there in a 32 foot round and 1 foot deep pool?
32 foot circumference (C) * 1 foot deep = (C2 / (4 * pi)) * 1 = 81.487 cubic feet 609.57 gallons (US) 507.57 gallons (imp)
Solution of aXb equals c and bxc equals a?
The only way this could be true is under one of the following conditions:a, b and c are all equal to zerob is equal to 1 and a is equal to cb is equal to -1 and a is equal to -cConsider:ab = cbc = aFirst, plug the second equation into the first one to find the value of b:(bc)(b) = cb2c = cb2 = 1b = ±1Now take those values and plug it into either equation:(1)(c) = ac = aor:(-1)(c) = ac = -aTo prove that the absolute values of c and a must be identical:Given:ab = cbc = aThen:ab/c = 1bc/a = 1Therefore:ab/c = bc/aa2b = bc2a2 = c2|a| = |c|
