Please show all details. State any lemmas, propositions and theorems used. Include all details. Make sure it is legible. Thanks! Let f be a non-negative measurable function. Show that there is a sequence (Pn) of non-negative simple functions, each of which vanishes outside of a set of finite measure, such that f = lim An.
Convert unsigned Decimal 86 to Binary _______________ Hex _______________ Please show all the works in details.
please show the details thanks? 6. Recall that the set of all 3 × 3 symmetric matrices is a vector space. Compute its dimension. (Yo must find a candidate basis and then verify that it is a basis.)
Please show all the work with details. I. CONVERSION FROM DECIMAL 1. Convert 879, to binary base-2), show work. 2. Convert 110710 to binary (base-2). show work 3. Convert 87920 to hexadecimal base-16, show work. 2. Convert 11001101, to decimal, show work.
Show all details. This is financial maths. Thanks
Please answer all the parts neatly with all details. 8. Let X1, X2, ... be an i.i.d. with Xn Let Y min(X,... , Xn) + 1 and Zn = max(X1,... , Xn) - 1. (a) Show that Y, - 0 and 0 - Z, have the same distribution uniform(0 1,0+ 1) (b) Show that Y, -P>0. (c) Show that n(Yn - Zn) converges in distribution and specify the limit distribution
Show the details clearly please. The problem from chapter 4
please show all work 1. DETAILS Use the Divergence Theorem to calculate the surface integral SI F.ds, that is, calculate the flux of F across S. F(x, y, z) -e'sin(y)i + e cos(y)j + yzik, S is the surface of the box bounded by the planes x=0, x= 3, y = 0, y = 4, 2 = 0, and 2 = 2 Submit Answer
Electrical Circuit problem Please show all the steps with details in 'clear handwriting' Problem 4. Find Rab for the circuit in the previous problem, but this time begin by using a delta-wye conversion on the delta giving by the 10, 5, and 12.5 ohm resistors. Hint: your results for equivalent resistance and power should be the same as in the previous problem. 100 120 V + c W - 30 22 -W-TW 3 2022
Please show your steps in details. Z is a complex number. 3. Let /(z= |Re z||Im zſ for all ze C. Show that $(z) is not differentiable at z=0.