5

Problem 8_point) 8. If z = -3.5 and b == 22.5, then b + 4z =0 A 760 B. 8.5C. 36.5D. 26E. 104...

Question

Problem 8_point) 8. If z = -3.5 and b == 22.5, then b + 4z =0 A 760 B. 8.5C. 36.5D. 26E. 104

Problem 8_ point) 8. If z = -3.5 and b == 22.5, then b + 4z = 0 A 76 0 B. 8.5 C. 36.5 D. 26 E. 104



Answers

Solve each of the following for z: (1.4) a. $7 z-(-11)=39$ b. $-8 z \times 5=-80$

Okay, So for this one, we have to think, Well, what? Three to the what power is equal to 81. You can think about breaking down 81 into a having the same basis. Three. Well, 81 is just the same thing. A street in the fourth. So we know that Z must equal for. And if you think about it, that works. Because if we do three to the fourth power that equals 81. So we found out was he is. So we're gonna take what we've found and plug that in right here into the second equation. So we get seven times two to the fourth power. Well, two to the fourth power. We already know to be 16. So that gives us seven times 16 which is just 112 So that would be our fine

Question number 33. Yeah, I got a sort of a stone. We're doing three questions. Two years, minus three minus four. Season one, maybe minus Egypt for today. Return to minus five. Fastball. See? Means you're going to do minus pleasantry. Matters of the situation. Now from question one. You can drive. He's a card too. Minus four. Last feel big by two you can buy Also, see, it's Ricardo three B minus eight and say, I see you have an important question. Three. What does leader The question. Three years Ah, minus five into minus four. Must be me by two. Yes, I suppose it was four and two. See me. Minus eight as the car to minus four. And Tim Salt works minus 20 saying the past wanting Don't be. Yeah, minus. Should be okay. And by two plus 12 B minus 32. And they went on my next. Now you can do like this 20 when I shouldn't be last 24 being 1 64. As for dominance, Okay, so we can right here. 90 right, President of 13, 9 ft, nine p minus. For people labour to minus eight. Empires 90 is equal to tactician place Be physical too. 36 by night, Basically no, but one wherever. Be difficult for all right. So now I've got musical to four less education too. See migration to work and back. She's able to three V minus eight. So three weeks, 24 to organise it and you can talk. She also don't see the go to for this is another forever No other task Portugal Education one. Yeah, You can do my next port past three V base book saying to food by two. So 12 minutes were able to eat well too. There's a count of four. We also got a vehicle to for mhm terrible thing. Socialization is a week or two before be the cultivable. I'm saying the card this is the one minute you can always put these values ABC value that they couldn't 1 to 1 thing. I don't really Thank you.

So in the given question we are told that if the product of X and Y, a product of X and Y, which is X. Wine is equal to 28 why is it is equal to 18 and that X is equal to 14? So if these values are given, we are told to find the value of X plus white plus it. Uh huh. So what we can do here is we can take the product of all these expressions. And what we would have is X. Wide times. Why is it times zero, X is equal to 28 times 18 times 14. And this would be equal to, we can write it as X squared y squared. That square is equal to seven square times four square times three square. So we can write it like this. And once we right this, we can write expose it as the nick. Want to 84 right? X X x squared y squared that square is equal to seven squared times four square times three square. So when we take the square root on both sides, we will have exquisite as equal to 84. So then we can write if explained that as equal to 80 food. The given the question is X. Y. Yes, it will do the U. N. Uh expression in the question where X. Y. Is equal to do in the eight can be used to find the value of that from this. That is then would be equal to 84 divided by 28 which is equal to three. Similarly, why is it is equal to 18? So X is equal to 84 divided by 18, which is equal to 14 divided by three. Right. We can simplify the fraction and rated us 14 divided by three. And lastly we have zero X. Which is equal to Nyang. So then and then X is equal to 14. So we can write X. Why is that equal to 80 ft? You worried by 14? Which is equal to six? Right? So the values of X, Y and Z are found. So in the R X plus Y plus set, what we would have is 14 divided by three plus six plus three, which are simplifying. We will have the value as 41 divided by three. So this is the required answer. I hope you understood the method. Thank you.

Okay. I want to solve this equation for Z. So we need to first get our Z terms together. So I want to move this five Z to the other side. So I'm going to do the opposite. It's positives. I'm going to subtract it to both sides. Can I have two Z minus four equals eight Now I need to get the ze term by itself. So I'm gonna add this four to both sides. So two z equals 12 now two is multiplied by Z, so we need to do the opposite to get rid of it. We need to divide by two on both sides. So Z is six and you're done.


Similar Solved Questions

5 answers
JHDTMealtt*tdhnntrinnenntnulnetnttrrutAruatrin~HntlajatEeec=
JHDT Mealtt*tdhnntrinnenntnulnetnttrrut Aruatrin~ Hntlajat Eeec=...
5 answers
21 snddle 3 OWana [1 Findeane cribical uoints
2 1 snddle 3 OWana [ 1 Findeane cribical uoints...
5 answers
Ltercuses 40-53, counting principles fina the protamty [ull house consists ol three of one kind and of another kind. You are dealt hand o live cards (rom standard deck of 52 playing cards. Find the probability of being dealt [ull house consisting of three king" and [wo queens_
Ltercuses 40-53, counting principles fina the protamty [ull house consists ol three of one kind and of another kind. You are dealt hand o live cards (rom standard deck of 52 playing cards. Find the probability of being dealt [ull house consisting of three king" and [wo queens_...
5 answers
Question 75 ptsWhat is the equivalent capacitance of the system illustrated here? 7.5 nF18.0 nF 10.0 nF HHHF 30.0 nF6.5 nF3.28 nF72.0 nF5.29 nF19.3 nF
Question 7 5 pts What is the equivalent capacitance of the system illustrated here? 7.5 nF 18.0 nF 10.0 nF HHHF 30.0 nF 6.5 nF 3.28 nF 72.0 nF 5.29 nF 19.3 nF...
5 answers
Q5. (a) Find the Chebyshev polynomial pz (x) that approximate the function f(x) x2e* over the interval [~1,1]Find the Pade approximation Ru,e (x) for the function f (x) tan(x5)/xl/2,
Q5. (a) Find the Chebyshev polynomial pz (x) that approximate the function f(x) x2e* over the interval [~1,1] Find the Pade approximation Ru,e (x) for the function f (x) tan(x5)/xl/2,...
5 answers
MALLENGE 80kg BoksPRe BLEM 6ks 60 kS UniForh 100 ke SLAB Ipo KL (cm 47 (T5 CBNtER ) REsts 0 4 FRictidnless SURFA<E With Two stud BNTS stending At The ENDS 4 $ Shdwn (@) Tke TWo st4dents switc h Position (@) Kow FAR D oes The SlaB Move
MALLENGE 80kg Boks PRe BLEM 6ks 60 kS UniForh 100 ke SLAB Ipo KL (cm 47 (T5 CBNtER ) REsts 0 4 FRictidnless SURFA<E With Two stud BNTS stending At The ENDS 4 $ Shdwn (@) Tke TWo st4dents switc h Position (@) Kow FAR D oes The SlaB Move...
5 answers
KMnOa=CHHzotOHClSOCl2
KMnOa =CH Hzot OH Cl SOCl2...
5 answers
Score: Solve correct Question 5 13/20 Homework 2 01 10/14 2: decimal places. answered Logarithms and 184 Logistic 3Submit Question
Score: Solve correct Question 5 13/20 Homework 2 01 10/14 2: decimal places. answered Logarithms and 184 Logistic 3 Submit Question...
5 answers
Change $4 imes 10^{8} mathrm{~m}^{2}$ to $mathrm{km}^{2}$.
Change $4 imes 10^{8} mathrm{~m}^{2}$ to $mathrm{km}^{2}$....
5 answers
At $25^{circ} mathrm{C}$, a $0.13 mathrm{M}$ solution of a weak acid, $mathrm{HB}$, has a $mathrm{pH}$ of $3.71$. Whatis $Delta G^{circ}$ for$$mathrm{H}^{+}(a q)+mathrm{B}^{-}(a q) ightleftharpoons mathrm{HB}(a q)$$
At $25^{circ} mathrm{C}$, a $0.13 mathrm{M}$ solution of a weak acid, $mathrm{HB}$, has a $mathrm{pH}$ of $3.71$. What is $Delta G^{circ}$ for $$ mathrm{H}^{+}(a q)+mathrm{B}^{-}(a q) ightleftharpoons mathrm{HB}(a q) $$...
5 answers
AC Ftlcor Arnom ineucunalony Teetcntno [olunon_ ntn 'cakvhareh7757g and direction of tho tollouiria vETor opfraton Ilum Ae A Clmn| -17 ,p I1e +IlQ (Mctur trcounterctucawide tt Ur Vrc amt 8-%.8 + 3.245 nuyileclc 76HA V(8.8) 4 Sok CA# Toh L Jin e= 4 #an: 344=0.37 8.6 FlZo. 2 hyp
AC Ftlcor Arnom ineucunalony Teetcntno [olunon_ ntn 'cakvhareh7757g and direction of tho tollouiria vETor opfraton Ilum Ae A Clmn| -17 ,p I1e +IlQ (Mctur trcounterctucawide tt Ur Vrc amt 8-%.8 + 3.245 nuyileclc 76HA V(8.8) 4 Sok CA# Toh L Jin e= 4 #an: 344=0.37 8.6 FlZo. 2 hyp...
5 answers
Write a 200 words research paragraph about: pleaseanswer in your own words"Applications ofquadratic functions in real life situations"please type the answer
Write a 200 words research paragraph about: please answer in your own words "Applications of quadratic functions in real life situations" please type the answer...
5 answers
Ur lMa t oatTtl8h LLlenenl letibtll40-0- 0 Tc 0 444 C-o-o-0-0ae Leanaa MLA Ettlb uea DlathLAaribba bacaa @ 2 Od Dar Cmna 0 '4'0-C-DeA ed'(eni-0 TDTar
Ur l Ma t oatTtl 8 h LLlenenl letibtll40-0- 0 Tc 0 444 C-o-o-0-0ae Leanaa MLA Ettlb uea Dlath LAaribba bacaa @ 2 Od Dar C mna 0 '4'0-C-DeA ed'(eni-0 TDTar...
5 answers
This is a Uniform model problem High temperatures in San Francisco in the spring follow a Uniform distribution on the interval [55,73] Determine the expected high temperature in San Francisco in the spring:
This is a Uniform model problem High temperatures in San Francisco in the spring follow a Uniform distribution on the interval [55,73] Determine the expected high temperature in San Francisco in the spring:...
5 answers
Draw - condense dlagram for each compound; ITI-8 marks] ~-phenyl J-propylnepi- Icuna 4-methylnex-?-eno1,1-dimethyl-4-propyl benzene3,4-dlethyl-2,2,3, 4,5-pentamethylnonane3,3,4,4 tetramethylheptanemethyl cyclohexane
Draw - condense dlagram for each compound; ITI-8 marks] ~-phenyl J-propylnepi- Icuna 4-methylnex-?-eno 1,1-dimethyl-4-propyl benzene 3,4-dlethyl-2,2,3, 4,5-pentamethylnonane 3,3,4,4 tetramethylheptane methyl cyclohexane...
5 answers
Show that the perimeter is infinite by constructing the appropriate geometric series. This shows that the Koch snowflake is one of the rare shapes with finite area but infinite perimeterl
show that the perimeter is infinite by constructing the appropriate geometric series. This shows that the Koch snowflake is one of the rare shapes with finite area but infinite perimeterl...

-- 0.021576--