aguries on monday morning interpretation - jaime an lim
1. aguries on monday morning interpretation - jaime an lim
Auguries on a Monday morning. By Jaime an lim |1 march 2018
2. Son by: jaime An-limthis story about (name the characters)
Answer:
nasaan po ang story
Explanation:
nasaan po para masagutan ko po
3. Who are the three characters who serve as active performers in the history of "Son" by Jaime An Lim?
Answer:
thanks
Explanation:
God
4. Evaluate the following limits through constructing tables of values 1. lim sin x x → 2. x 2. lim sin x x → -π 3. lim log x x → 0⁺ 4. lim ln x x → 0⁺ 5. Lim 1 - cost t → 0 sin t
Step-by-step explanation:
hope it will helps you and pls don't forget to select me as a brainliest!
5. lim (Var) = limk→0kkheIn(sin(t))/limJim (busine) - |--"-y-01limliml'Hy-0+cos(yy-sin(y)= lim ( cos(y)) - lim8181 E81 트y 0+V +0+-1. limy-0+ cos(y)(cos()) = 0)l'Hanswer or kys
Problem: Determine whether the following series converges.
Solution: For positive integers k, the ratio 1/k is positive and at most 1, so the sine and a general term of the series is positive as well. Thus we have a series with non-negative terms and we can start choosing the right test.
There is no obvious angle to this series. Integrating does not seem easy, taking the k-th root of sine does not look good, working out ratio of complicated sines either, and there seem to be no parts to ignore for comparison. So where do we start? We usually have good results with the Root test. As expected, the sine part leads to trouble, namely to an indeterminate power. We can work it out for instance like this:
So after all that hard work we got the indecisive case = 1. Since the constant for the Ratio test is bound to be also 1, there is no point in doing it, but out of curiosity we will have a look.
This actually seemed a bit easier. Given that these two tests did not help, what else can we try? The idea of integrating the given expression is not too appealing, but we are slowly getting desperate and after all, sine and powers are not all that bad. Can we use the Integral test? Yes, since the function f (x) = sin(1/x)/x is both positive and decreasing on [1,). So we pass to integral and if you try to figure it out, sooner or later you start having the feeling that methods of integration covered here are not good enough to handle it. In fact, the problem is not with the methods but with this function. As a continuous function it has some antiderivative, but it is known that there is no way to write this antiderivative using a formula composed of elementary functions and operations, so there is no way we can integrate. So much for Integral test, but see Remark below.
What is left is comparison tests. No part of the given expression can be ignored for large k, but perhaps we can do with an estimate, the sine suggests a natural upper bound. For k a natural number we have that 1/k lies between 0 and 1, so sine of it is positive and we therefore have
We have a divergent series on the right (it is the famous harmonic series or use the p-test) and the given series is smaller, which is exactly the situation when comparison does not help.
Is there something else we can do? There is one test we did not try, the limit comparison. It does not seem very suitable, but we are getting desperate. What do we know about the terms ak when k gets really large? Then 1/k gets really small and we know that for small y the values of sin(y) are basically equal to y. Thus we may guess that
Of course, the Limit comparison test requires that we justify our guess, especially if it is not exactly traditional.
So our guess was correct and we can proceed with the comparison.
Since the test series on the right converges (see the p-test), so does the series on the left.
Conclusion: The given series converges.
We can get the same conclusion by the plain Comparison test, but we have to tighten up on the estimate we tried before, it was too generous. We know that for any positive y we have sin(y) < y. Thus we can do nd the conclusion follows from the fact that the larger test series converges.
Remark. Here we look closer at the integral from the Integral test. First, note that It is well-known that the function on the right does not have an antiderivative that can be expressed using elementary functions and operations. While this is the end of "classical" integration, we may try to approach this problem via power series. Using the standard expansion of sine we get
However, we can switch the integral and summation only on sets where the series converges uniformly, see Series of functions in Theory - Series of functions. Fortunately for us, here we have uniform convergence on the interval (0,1], so we can use the above result on any interval of the form [A,1] for A positive, and that is exactly what we need to evaluate the relevant improper integral.
6. lim ³√g(-1)lim (h(2))⁵ g(-1)-f(1)lim 2lim (f(1)•g(-1)•(h(2))²) 1lim f(1) 1 lim g(-1) 1lim h(2) 1lim f(1)-h(2) 1lim f(1)+g(-1)
Answer:
can you help me? Find the value of x,y,and z as the case may be in the exercises below using the given conditions. I'm new :(
Step-by-step explanation:
7. jaime's age i less than 40 years old. his age is divisble by 8 and is a multiple of 12, how old is jaime?
the answer is 24 because it is diviaible by 8 and a multiple of 12
8. 1. If lim f(x) = 5 and lim g(x) = 10, then find lim[f(x) + g(x)]. x → x+C
Answer:
si hulk at si batman nag suntukan
Step-by-step explanation:
si hulk at si batman nag suntukan
Answer:
2[x+]g(x)×5(gx
Step-by-step explanation:
sna mka tulong
9. Ryan and jaim will submit their works if _____
Answer:
Ryan and Jaim will submit their work if there done ✅
hope it helps:)
10. V. EVALUATION:Evaluate the following limits:-6x²a. limx – 1- x²-1b.-6x²limx – it x²-1C.- 6x2x – 1x²-1lim5d. limXcoxx²-3x-4e. limx->x 2-5
Answer:
[tex]32 = 2 3 = 25 = 216 = 32 [/tex]
11. if lim (f(x)-g(x))=0, then lim f(x) and lim g(x) are equal
Answer:
diko ko po magets paki sulat na maayos
12. becca apologized to jaime
Answer:
Becca apologized to Jaime because Becca did something to Jaime
Explanation:
An inference is a conclusion that has been reached by way of evidence and reasoning. For example, if you notice someone making a disgusted face after they've taken a bite of their lunch, you can infer that they do not like it.
PA BRAINLIEST! <3
13. Jaime ran 1/2 miles this morning and 3/4 miles yesterday what was the total distance ran by Jaime
Answer:
Jaime ran 4/6 miles
Explanation:
1+3=4
2+4=6
14. Panawagan ni Jaime Cardinal Sin
Yung ano po?
Explanation:
d ko po maintindihan ehh.thx po point
Ang makasaysayang pangyayaring ito, na humantong sa pagpapatalsik sa diktadurang Marcos, ay binigyan ng lakas sa pamamagitan ng apela ni Jaime Cardinal Sin Archbishop, ng Maynila, na ipinalabas sa Radio Veritas, isang Katolikong istasyon ng radyo, na humihiling sa kalayaan na mapagmahal sa mga Pilipino na suportahan noon si Gen. Fidel V Ramos at pagkatapos ay Ministro ng Depensa na si Juan Ponce Enrile.15. Jaime and Jackie divided 64 balloons between themselves in a ratio of 3 : 5. How many balloons did Jaime and Jackie get respectively?
How many balloons did Jaime and Jackie get respectively?
[tex]\small\mathbb\red{64 = 3:5}[/tex]
64 ÷ (3+5) or 8 = 8[tex]\small\mathbb\red{8 × 3 = 24}[/tex]
[tex]\small\mathbb\red{8 × 5 = 40}[/tex]
Jaime get 24 balloons and Jackie get 40 balloons.16. 5. "Jaime, Jaime, anak gising na."A pasigawB. pabulongC. patanong
5. "Jaime, Jaime, anak gising na."
A pasigaw
B. pabulong
C. patanong
Answer:
B. Pabulong
Explanation:
Dahil wala syang exclamation point o question mark
17. risk port lim many risk lim
Answer:
Huh? Ano? ibang country ka yata
Answer:
ano po yan
Explanation:
huhu
ano yan
paano po yan aansweran?
18. Who is Vicente Lim?
Answer:
A Filipino brigadier general and world war 2 hero and the first Filipino graduate of the United States of the United States military academic military at west point.
19. What Jaime Roque title of Artworks?
Answer:
Ummm think this the solution just tell me if that is the answer ok hello ano po ba pwede ko tawagi sayo
20. lim (2) = 1, lim g(x) = -1, and lim h(x) = 2. x =c x=c x=c
CORRECT ME IF I'M WRONG
PA BRAINLEST AKO PLSSZ
Answer:
ayan na po yung sagot sa taas
Step-by-step explanation:
:)
21. sour side of life by lovely jaime
Answer:
Title?
Content of the poem
Once I failed,
Everyone feels disappointed
When I did mistake
by:
It seems like, I'm in the end
Lovely Thus, I can't stop asking myself
Jaime
Why is this happening in our environment?
Why do some people, full of judgement?
In this world, that no one's perfect
All of us are different
Has their own version, skills, and talent
We have weaknesses and strengths
We got failures and achievements
So you, me, and all of us
Can be the version, we wish to have
We may live a life we dream
With contentment, acceptance, love and not a fear
Therefore, I have realized
I shouldn't let anyone dictate my life
No matter what other talked about me
I will always show the real me, that I wanted to be
ano po possible title Nyan???
22. Directions: Evaluate the limit.1. lim 3 − 5→22. lim 3−8→0 −23. lim √3→4
Answer:
1. lim t³-5
t→2
Split the limit using the Sum of Limits Rule on the limit as t approaches 2
lim t³. lim t³ - 5
t→2 −. t→2
Move the exponent 3 from t³ outside the limit using the Limits Power Rule.
(lim t→2 t)³ - lim - 5
t→2
Evaluate the limit of 5 which is constant as t approaches 2
(lim t)³ - 5
t→2
8 − 5
Subtract 5 from 8
= 3
23. EVALUATE THE INDICATED LIMITS. if f(x) = 5x+10,g(x) = x−6,h(x) = 2x + 5&+ (x) = x−24. 1.lim f(x) + g(x) x→−4 2.lim h(x) + g(x) x→2 3.lim f(x) + t(x) x→0 4.lim g(x) + t(x) x→3 5.lim g(x) + g(x) x→12 6.lim f(x) − g(x) x→1 7.lim f(x) − h(x) x→9 8.lim f(x) − t(x) x→5 9.lim g(x) − h(x) x→10 10.lim t (x) − g (x) x→7PLS HELP PO
Answer:
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24. Jaime walks 3/4 of a km to a friends home and 2/3 km to a mall. What is the total distance that Jaime covers
Answer:
Step-by-step explanation:
3/4 + 2/3 =
make the denominator common,
(3/4) (3/3) + (2/3) (4/4) =
9/12 + 8/12 =
once the denominator is common, simply add numerator.
= 17/12
or 1 5/12
25. books by Catherine Lim
Answer:
The Serpent's Tooth, The Bondmaid, The Teardrop Story Woman
Explanation:
26. 1. If lim f(x) = 5 and lim g(x) = 10, then find lim[f(x) + g(x)]. x → x+C
8#56&96?
Step-by-step explanation:
Sa-mi-na mi-na eh-ey waka-waka eh-ey
1H4TEYOU 248%?&
27. 1. lim(4x³-3x-5) X-42. lim (5x3+6x²+5x-4) X--23.lim(2x-6x3+3x²+4x-12) X-36. lim x²+3x-10 X-2 X-27. lim 3x²+2x-1 X-1 X+18. lim X-2X3-6x²+10x-4 X-24. lim x²-36 X--6 X+65. limx²+3x-10X-2 X-29. lim x²+4x+3 X-2 √ x²+210. lim 2-81 X-9 VX-3
1.
[tex]{4xx}^{3} - \: 3xx - 5x - 4[/tex]
yea bye kiddo
28. jaime roque famous artworks?
Answer:
yes, he's the one of the famous artworks in the world
29. who is the author of"the taximan's story.a. Mathryn lolimb. Catherine limc. Vixtoria Limd. claire Lim
Answer:
The author of the story is b. Catherine Lim
Explanation:
Nakit an nako sa go0gle
30. Activity 1 Construct the table of values to evaluate the following1. lim x =x → 12. lim √ x =x → 43. lim 5 =x → -2
Answer:
1. 1
2. 2
3. 5
Step-by-step explanation:
Sana makatulong thanks<3
