KKJA was created in 2008.
Elachista berndtiella was created in 1985.
Papilio erskinei was created in 1886.
Banjo uke was created in 1917.
Nepenthes gantungensis was created in 2010.
Yulon Arex was created in 1992.
Arex - Star Trek - was created in 1972.
Approach Resources Inc. (AREX) had its IPO in 2007.
As of July 2014, the market cap for Approach Resources Inc. (AREX) is $896,095,726.92.
The symbol for Approach Resources Inc. in NASDAQ is: AREX.
The roots of the equation [ Ax2 + Bx + C = 0 ] arex = 1/2A [ -B ± sqrt(B2 - 4AC) ]
Solve the quadratic equation.If y = ax^2+bx+c then the intercepts arex = [-b +/- sqrt(b^2 - 4ac)]/(2a).The solutions are real if and only if b^2 >= 4ac
A.A horse made of clay turns into a spirit.apex
Here are some commonly used symbols in statistics.μ is used to denote the population mean and σ is used for the population standard deviation. Some other very common and important ones arex (with a bar on top) which is used for the sample mean and s which is used for sample standard deviation.
Christopher Doohan has: Played Extra in "Star Trek: The Motion Picture" in 1979. Played himself in "Biography" in 1987. Played Arex in "Star Trek: New Voyages" in 2004. Played himself in "Breaking Bonaduce" in 2005. Played Thelin in "Starship Farragut - The Animated Episodes" in 2009. Played Starfleet Officer in "Star Trek" in 2009. Played Transport Officer in "Star Trek Into Darkness" in 2013. Played Mr. Scott in "Star Trek Continues" in 2013.
The equation [ y = x2 - 2x + 5 ] has an infinite number of solutions,corresponding to every point on the graph of it.The ROOTS corresponding to the two values of 'x' that satisfy the equation when y=0 ...in other words, the points where the graph crosses the x-axis.In the particular case of this equation, the graph doesn't cross the x-axis at all,and the roots are not real numbers. There are still two of them, and they arecomplex conjugates.The roots areX = 1 ± 2 i
The quadratic equation is: Ax2+ Bx + C = 0-- The equation always has two solutions. They arex = 1/2A [ - B + sqrt(B2 - 4AC) ]x = 1/2A [ - B - sqrt(B2 - 4AC) ] .-- The solutions are real if ( B2 > or = 4AC ).-- The solutions are equal if ( B2 = 4AC ).-- The solutions are complex conjugates if ( B2 < 4AC ).-- The solutions are pure imaginary if ( B = 0 ) & (4AC>0 i.e. -4AC