2

In this problem we are given that there x27 s a set X Which is to 16 14 18 Mhm 14 15 Next we have a certain why which is 159 Dean and 17 next year x27 s it Which is...

Question

In this problem we are given that there x27 s a set X Which is to 16 14 18 Mhm 14 15 Next we have a certain why which is 159 Dean and 17 next year x27 s it Which is 12 life seven then 13 and 18 First we have to find why union X Intersections that now X Intersection of Z There is nothing but no then and 18 That union with wife Give me one two 59 Okay 13 17 It Next we have to find why intersection X Unions So let x27 s first find what is Y Intersection X These are elements which are common to both



Answers

![](https://cdn.mathpix.com/snip/images/33cfUljophb4A-DSMlHb1377ufPhxQok5y2tqcA8gTk.original.fullsize.png)

In this problem we are given that there's a set X. Which is to 16 14 18. Mhm. 14 15. Next we have a certain why which is 159 Dean and 17 next year's it. Which is 12 life seven, then 13 and 18. First we have to find why union X. Intersections that now X. Intersection of Z. There is nothing but no then and 18. That union with wife. Give me one two 59 Okay. 13 17. It. Next we have to find why intersection X. Unions. So let's first find what is Y. Intersection X. These are elements which are common to both, which is nothing. But there is no such element which is common to both. So this is a null set unions E. Which is nothing but A Z. Said C. Which is 12 57 10 39 15. That's


Similar Solved Questions

5 answers
14. Show directly that open interval (0, 1) C R is connected:
14. Show directly that open interval (0, 1) C R is connected:...
4 answers
(2) Consider the following matrix and its characteristic polynomial:A =det(A _ AI) = (A+192(+ 2) _~2Using the theorem from class, compute eAt .
(2) Consider the following matrix and its characteristic polynomial: A = det(A _ AI) = (A+192(+ 2) _ ~2 Using the theorem from class, compute eAt ....
5 answers
Point) A particle moves with its position given by € cos ( 4t) and y sin(t) , where positions are given in feet from the origin and time i5 in seconds.Find the speed of the particle Speed(include units)Find the first positive time when the particle comes to stop(include units) If n is any odd integer; write formula (in terms of n) for all positive times at which the particle comes to stop(include units)
point) A particle moves with its position given by € cos ( 4t) and y sin(t) , where positions are given in feet from the origin and time i5 in seconds. Find the speed of the particle Speed (include units) Find the first positive time when the particle comes to stop (include units) If n is any ...
5 answers
[ Let f(r)=3-x? Use the DEFINITION of derivative t0 show that 4fl) ~2x dx
[ Let f(r)=3-x? Use the DEFINITION of derivative t0 show that 4fl) ~2x dx...
5 answers
Suppose 4% of cotton fabric rolls and 5% of nylon fabric rolls contain flavs_ Of the rolls used by a maufacturer , 60% are cotton and 40% are nylon. What is the probability that a randomly selected roll used by the manufacturer contains flavs? 0.0440.0460.954None
Suppose 4% of cotton fabric rolls and 5% of nylon fabric rolls contain flavs_ Of the rolls used by a maufacturer , 60% are cotton and 40% are nylon. What is the probability that a randomly selected roll used by the manufacturer contains flavs? 0.044 0.046 0.954 None...
5 answers
Define like parallel forces and unlike parallel forces.
Define like parallel forces and unlike parallel forces....
5 answers
Use the Principle of Inclusion and Exclusion to determine the number of solutions of (1) , where 0 < *1 < 39, 0 < *2 < 49, and 0 < T3 < 54 are integers
Use the Principle of Inclusion and Exclusion to determine the number of solutions of (1) , where 0 < *1 < 39, 0 < *2 < 49, and 0 < T3 < 54 are integers...
1 answers
Label the statement as true or false and explain why. If $\frac{\partial f}{\partial x}(a, b)=\frac{\partial f}{\partial y}(a, b)=0,$ then $f(x, y)$ has a local maximum at $(a, b)$
Label the statement as true or false and explain why. If $\frac{\partial f}{\partial x}(a, b)=\frac{\partial f}{\partial y}(a, b)=0,$ then $f(x, y)$ has a local maximum at $(a, b)$...
5 answers
When heated at high temperatures, a diatomic vapor disassociatesas follows: A2(g) ⇌2A(g) In one experiment, a chemist finds that when 0.0560 moleof A2 was placed in a flask of volume 0.451 L at589 K, the degree of dissociation (that is, the fraction ofA2 dissociated) was 0.0212.Calculate Kc and KP forthe reaction at this temperature. Kc: KP:
When heated at high temperatures, a diatomic vapor disassociates as follows: A2(g) ⇌ 2A(g) In one experiment, a chemist finds that when 0.0560 mole of A2 was placed in a flask of volume 0.451 L at 589 K, the degree of dissociation (that is, the fraction of A2 dissociated) was 0.0212. Calcula...
1 answers
Add 11 + 101 in binary Just give the digit(s) nothing else
Add 11 + 101 in binary Just give the digit(s) nothing else...
5 answers
If the mean of a sample is 4, and the standard deviation is 4,what is the z-score for a raw score of 6?
If the mean of a sample is 4, and the standard deviation is 4, what is the z-score for a raw score of 6?...
4 answers
Iron and oxygen react to produce must The reaction is actually a little more complicated, but can be represented below: 2Fe($) + Oz (g) ~ FezOz ($) In a particular experiment; 750 grams of Fe is reacted with 750 g of 02 Is there a limiting reagent? No: there is not a limiting reagentNot enough information t0 answer completelyYes: 02 is the limiting reagentYYes: Fe is the limiting reagent
Iron and oxygen react to produce must The reaction is actually a little more complicated, but can be represented below: 2Fe($) + Oz (g) ~ FezOz ($) In a particular experiment; 750 grams of Fe is reacted with 750 g of 02 Is there a limiting reagent? No: there is not a limiting reagent Not enough info...
5 answers
Given0 = 2for the implicit function = y In(a y) . determine the slope of the tangent line at the point (0, 4 Enter your answer as decimal with exactly 3 decimals of accuracy (with rounding).Question 35 ptsGiven=46 =3the function f (2) azebr is increasing on the interval (C,0):Determine the value of c using an appropriate sign chart:Enter your answer as decimal with exactly 3 decimals of accuracy (with rounding)
Given 0 = 2 for the implicit function = y In(a y) . determine the slope of the tangent line at the point (0, 4 Enter your answer as decimal with exactly 3 decimals of accuracy (with rounding). Question 3 5 pts Given =4 6 =3 the function f (2) azebr is increasing on the interval (C,0): Determine the ...
5 answers
You are scientist and you discover a young animal in Canada,which you determine has brown fat present in its body Based = your finding: which type of animal is it most = likely ' to be?Select an znswcrand submit For keyboard navigation, use the up/down Jrrow kcys iclcct = Hotatatmammalan amphiblanreptilean Invertebrate
You are scientist and you discover a young animal in Canada,which you determine has brown fat present in its body Based = your finding: which type of animal is it most = likely ' to be? Select an znswcrand submit For keyboard navigation, use the up/down Jrrow kcys iclcct = Hotatat mammal an amp...
2 answers
(larger X-vaiue]~/13.33 POINTSLARCALCTI 13.4.014Consider the following: (Round your answers to four decimal places:) fx,y) = xcosly) Find f10, 3) and f(10.1, 3.05) and calculate Az. {10, 3) {10.1, 3.05)(b) Use the total differential dz to approximate Az.44333 ROINts Type here t0 searchARCALCAI
(larger X-vaiue] ~/13.33 POINTS LARCALCTI 13.4.014 Consider the following: (Round your answers to four decimal places:) fx,y) = xcosly) Find f10, 3) and f(10.1, 3.05) and calculate Az. {10, 3) {10.1, 3.05) (b) Use the total differential dz to approximate Az. 44333 ROINts Type here t0 search ARCALCAI...
4 answers
Find &2 = Var(X) (4 pts:)(e) Find the cumulative distribution function F(r). (4 pts:)
Find &2 = Var(X) (4 pts:) (e) Find the cumulative distribution function F(r). (4 pts:)...

-- 0.021074--