Questions asked
5.37. If X is uniformly distributed over (-1, 1), find (a) P{$|X| > \frac{1}{2}$}; (b) the density function of the random variable $|X|$.
Worrying about how others feel sometimes deters progress. I feel for people when they're exhausted by work.
A method of obtaining capital in which investors give money to a business in return for a guaranteed percentage of revenues is referred to as O bootstrapping O royalty financing O angel funding O harvesting
A 56 m² single effect evaporator is installed near to Arar RO water plant, the inlet water is taken from the RO reject mixed with sea water with total salinity of 5%, and flowrate of 5.62 kg/s. The desalination evaporator produce by steam vapor and brine liquid has 8%wt of salinity. The evaporator is heated by steam at 140 °C loaded with heat of 4510 kJ/s. If the heat transfer coeffecient is 2 $\frac{kJ}{m^2 \cdot s \cdot K}$, find the following: 1- Distilled water pure (V) 2- Brine liquid (L) 3- The evaporator temperature (T1) F=5.62 kg/s x$_f$= 0.05 V=?? T$_1$=?? Steam T$_s$= 140 C U=2 $\frac{kJ}{m^2 \cdot s \cdot K}$ Q= 4510 kJ/s A=56 m² L= ?? X$_l$= 0.08
What is the value of 222 calories in joules (J)?
9) At the end of a day, Shawn found that the total cash register receipts at the store where he works amounted to $9558.6. This included the 7.4% sales tax charged. Find the amount of the actual sales. 9)
In the production possibilities frontier context, an unaffordable or unattainable point would be located outside the PPF. directly on the PPF. where the PPF directly meets the y-axis. inside the PPF.
Find the mass of the solid if the density is $\rho(x, y, z) = 6x + 4z$ kg/m$^3$. This will need to be set up as a triple integral of the solid enclosed by the parabolic cylinder $f(x, y) = 1 - x^2$, and the planes $y = 2x$, $y = 0$, and $z = 0$.
estimate 1461+4841 by first rounding each number to the nearest thousand
1. Sketch the \"big picture\" for $A = \begin{bmatrix} -1 & 4\\ 3 & -12 \end{bmatrix}$
