5

#90 mqz"014e1" alo"erqs1U0r 4otn"(renba 81 [euode}p ptre "Uiungo3 ALO1 AJ8A8 J0 pnpaJd 941) AJIbs 2q8eut #Agye?rpdlppntt 0 atenbs a41 OxeUt...

Question

#90 mqz"014e1" alo"erqs1U0r 4otn"(renba 81 [euode}p ptre "Uiungo3 ALO1 AJ8A8 J0 pnpaJd 941) AJIbs 2q8eut #Agye?rpdlppntt 0 atenbs a41 OxeUt 0) eiqe) #c1 a1eycltuox) ptte Adloj 1sa140) yiew '6[

#90 mqz" 014e1" alo" erqs1U 0r 4otn "(renba 81 [euode}p ptre "Uiungo3 ALO1 AJ8A8 J0 pnpaJd 941) AJIbs 2q8eut #Agye?rpdlppntt 0 atenbs a41 OxeUt 0) eiqe) #c1 a1eycltuox) ptte Adloj 1sa140) yiew '6[



Answers

$$\begin{array}{lrrrr} \hline 13.3 & 9.0 & 11.1 & 9.1 & 8.4 \\ 15.6 & 8.1 & 8.3 & 13.0 & 17.1 \\ 16.3 & 13.5 & 8.0 & 15.1 & 5.8 \\ \hline \end{array}$$

High 9.999 times 10 to the negative knife. That's like dividing by 10 9 times. So if we take this number divided by 10 9 times, it's gonna get very small. Let's go. 12345678 zeros and then the nine. And then we have three more nines after that. So if we move this decimal 123456789 places to the right, we'd be back at 9.99

So you have that the following sequence. A one minus 1/3. One more night by this one with seven one word 81. So when I keep a general for that for the and, um with secrets so well, cervical, these want one. So what is that? Is a bit So what? We can call the zone a one. That one too. But once we no before. So as you can see one, huh? The future of these sequences old alternating because 50 17 was it the negative? Was it? Nobody wants to take things. One was the negative. So perhaps some miners one three engine builder on if you want to start at one. So we sent out one that he was my swan didn't. Why, Miss One can put another rightness there. So? So that for one is positive. And, uh, if you look at the thing in the denominator, there's not anything I do not know Terminator. So probably just something related. Also, hear the zone is three square. I'm on this. Oh, this is a mystery square that these three streak you. That's three to the fourth grade, so you can see that sequence. Well part of you have there One. When this one, the oh won over three squared one of those one Q one or before. So the whole the world would be a very strange place because the sequence can be read in us. What was that? But, uh, if you look in there like this when we have nothing so robbery onto so it's trucked. I want from you so that anyone you see people too. Um, 221 So you can have that description. Or we could give the grieve all that's on formula. You could describe Bill's away. Uh, because the relation oh, so records. He's, uh thank you. They so with some number, start with these and then we say, What is there well, for getting into the next number. Also, as you can see here as you increase the end, you're more decline by my nose. Warren Third. So my nose 1/3 time's a so Ben you just the next time, right? Because you said we'd want well to get minus 1/3. Just moved it by 1/3 to get one of her. Nine will multiply, buddy. Aw, 30 miles. 1:30 a.m. So it was You gonna come? Here's the records. Relation is, well, the previous them a hands. So bam plus one is a little A's event. Times miners 1/3. So you have those descriptions are not, Yes, so would be decreasing alternating.

Receive negative exponents. Think of it as like a really tiny number. You're not multiplying by 10. 10 times you're actually dividing by 10 10 times. So we need 123456789 zeros. Then the 6257 So nine zeros after the decimal point and then the six.

Okay, We've got to do this product here and we're gonna do it by multiple and 8.3 times every single one of these numbers individually, 8.3 times negative one is negative. 8.3 a 0.3 times 0.3 is 2.49 a point. Three times 6.2 51.46 a 0.3 times a point, too Is 68.6 going 06 and a 60.3 times a negative. 4.1 is a negative 34 0.3 and a 0.3 times 9.5 is 78 0.85.


Similar Solved Questions

5 answers
13 Solve model of the logistic law of population growth. Show steps of calculations clear and clean. After find- ing solution substitute for the constant 0.029, and b = 3.00 X (10)-12.
13 Solve model of the logistic law of population growth. Show steps of calculations clear and clean. After find- ing solution substitute for the constant 0.029, and b = 3.00 X (10)-12....
5 answers
Will the following distributions be approximately nOrTa Whemlarge? Briefly justify Tom AaicBIN(", P) POI(n) UNIF (0,") EXP(o) GAM(n. 1) 1? (u)
Will the following distributions be approximately nOrTa Whem large? Briefly justify Tom Aaic BIN(", P) POI(n) UNIF (0,") EXP(o) GAM(n. 1) 1? (u)...
5 answers
QUESTiOn 12first-order reaction is completed 10% in 30 mins at 298K. Calculate the rate constant 0.00175 min0.0351 min"0.351 min"10.00351 min
QUESTiOn 12 first-order reaction is completed 10% in 30 mins at 298K. Calculate the rate constant 0.00175 min 0.0351 min" 0.351 min"1 0.00351 min...
5 answers
12. Find the average value of In x on the interval [1,e]Vx+3_2 ifxt] 13. If f (x)= X-I ifx=]what value of k would make_ f (x) continuous?
12. Find the average value of In x on the interval [1,e] Vx+3_2 ifxt] 13. If f (x)= X-I ifx=] what value of k would make_ f (x) continuous?...
4 answers
Which of the followings prevent the fall of fruits?a. NAA b. Ethylene C.GA3d.Zeatine. IBA
Which of the followings prevent the fall of fruits? a. NAA b. Ethylene C.GA3 d.Zeatin e. IBA...
5 answers
Ofthe lac operon in E coli in the presence lactose sugar and how can glucose down regulae ( Explain the regulation LOs: 1 & 2
ofthe lac operon in E coli in the presence lactose sugar and how can glucose down regulae ( Explain the regulation LOs: 1 & 2...
5 answers
14. Let d, be the number of derangements of n objects For example, using the techniques of this section, we findd3 = 3! -2!0!We can use the formula for to write this all in terms of factorials_ After simplifying, for d3 we would get d3 = 3 (1-1 + 1-3) Generalize this to find a nicer formula for dn. Bonus: For large n, approxi- mately what fraction of all permutations are derangements? Use your knowl edge of Taylor series from calculus
14. Let d, be the number of derangements of n objects For example, using the techniques of this section, we find d3 = 3! - 2! 0! We can use the formula for to write this all in terms of factorials_ After simplifying, for d3 we would get d3 = 3 (1-1 + 1-3) Generalize this to find a nicer formula for ...
5 answers
UoinEurtten AEaae [htOlatueaMecigmo CJOtzcec 4oe-JonC m kb747 uhunu nUlRacte EdpLd chERE Horchot[ Ran B `-IbZ uBD800
Uoin Eurtten AEaae [ht Olatuea Mecigmo CJOtz cec 4oe-JonC m kb747 uhunu nUl Racte Edp Ld chERE Horchot [ Ran B ` -IbZ u BD 800...
5 answers
0 H MH [ 4 li { V 8 8 W 1 6 4 2 [ [ H 1 W 8 { Vp 0 1} 8 I 1 # Hul NHI 1 3
0 H MH [ 4 li { V 8 8 W 1 6 4 2 [ [ H 1 W 8 { Vp 0 1} 8 I 1 # Hul NHI 1 3...
5 answers
Oooo2 8873 1 3 1 E E2 1 1 1 [[
oooo2 8873 1 3 1 E E 2 1 1 1 [ [...
5 answers
Tallula'$ Electronics Inc_ manulactures cell phones. The probability Ihal npamin chosen cell phone is defective is 0.040. The number of defective phones in a shipment of phones of given size descrioed by binomial random variable_Using the binomial distribution: determine the probability that there willt be at lcast defective phone in a shipment of 27 phones_Express your answer to six decimal placesYour Answer:
Tallula'$ Electronics Inc_ manulactures cell phones. The probability Ihal npamin chosen cell phone is defective is 0.040. The number of defective phones in a shipment of phones of given size descrioed by binomial random variable_ Using the binomial distribution: determine the probability that...
5 answers
Free Response QuestionsT sinxif x < 0Let g be a function defined by g(x) = a-bx if 0 <x<1. arctan x, if xzlIf g is continuous for all real numberswhat are the values of a and b
Free Response Questions T sinx if x < 0 Let g be a function defined by g(x) = a-bx if 0 <x<1. arctan x, if xzl If g is continuous for all real numbers what are the values of a and b...
5 answers
PROBLEM 4:Find the solution tor-[4 : with X(o) = [s7
PROBLEM 4: Find the solution to r-[4 : with X(o) = [s7...
5 answers
(a) Consider the integral ~1? dx. 1 - 0 With n = 8,42 = 0.125, compute:To = 0T2 =T5 = T8 = 1.C6 =ii. Use the midpoint rulef(c)dr Ar Tk + Xf 2ktl) to approximate theintegral e`+? drConsider the integraldr. By using 1+02 the same T0,28 and Ar of part (a)apply the trapezoid methodf(r)dzf(zo) + f(zs) + 2 Ef(en)approximate the integraldr 1+22
(a) Consider the integral ~1? dx. 1 - 0 With n = 8,42 = 0.125, compute: To = 0 T2 = T5 = T8 = 1. C6 = ii. Use the midpoint rule f(c)dr Ar Tk + Xf 2ktl) to approximate the integral e`+? dr Consider the integral dr. By using 1+02 the same T0, 28 and Ar of part (a) apply the trapezoid method f(r)dz f(z...
5 answers
For the value of s below; use calculator to find sin and cos and then use the results to decide in which quadrant an angle of s radians liess = 68sin $ = (Round to four decimal places as needed:)cos (Round to four decimal places as needed:)Base on the values of sin and cos in which quadrant is an angle of = radians located?Quadrant IVQuadrantQuadrant IIQuadrant |
For the value of s below; use calculator to find sin and cos and then use the results to decide in which quadrant an angle of s radians lies s = 68 sin $ = (Round to four decimal places as needed:) cos (Round to four decimal places as needed:) Base on the values of sin and cos in which quadrant is a...
5 answers
Queedlon I01 pesThe loxMl tenreh ol $ corea kens h 25cm M mn obiect y plsced at obrece ond Iex Imnr SO cm Irorn Utio Kl In cMW Uhc dustance bxtwrcn (ho
Queedlon I0 1 pes The loxMl tenreh ol $ corea kens h 25cm M mn obiect y plsced at obrece ond Iex Imnr SO cm Irorn Utio Kl In cMW Uhc dustance bxtwrcn (ho...

-- 0.043946--