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A: b) 11+23+49+827+.......c) 11-222.1+333.2.1-444.3.2.1+......d) 212+1+122+1+232+1+142+1+.......
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Q: 1. (2v3 +1)(3 -1) 2. (4/5 +3 )(2/5-1) 3. (7/6 -3)(36-2) 4. (7 + 3)(5/7 + 4) 5. 5-2 y)(3+ y)…
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Q: 24. R(-2, 4), S(8, 4), T(8, –3), U(-2, –3) 2
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Q: 7) J(1, 1), K(3, 2), L(4, 1) and M(6, 1), N(5, 2), P(2, 1) 8) E(0, -5), F(-1, -3), G(-4, -3), H(-3,…
A: Here is the solution
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Q: 1|3 5 2|2 4 6 3|2 4 4|3 6 8 8 5|0 2 2 9 9 6|3 4 Min = Q1 = Med = Q3 = Max =
A: The given plot represents that stem and leaf diagram of the set of data.
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Q: 1.0 12.0 3.0 3.0 -8.0 -2.0 3.0 A = 8.0 2.0 m -12.0 -3.0 3.0
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A: Our guidelines we are supposed to answer only one question. Kindly repost other question as the next…
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A: As per our guidelines we have to solve three subparts
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A: Mid point =sum of points/2 We will see in which coordinates the change occurs.
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A: Final answer is 4.8%. Process is in 2nd step.
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A: Let's find.
Q: 15 0.5 (п/12,0) (7п/12,0) (13 п/12,0) (19т/12,0) W 12 5TT / 12 5T /6 5T / 4 5T /3 25т 12 -0,5 -1-…
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Q: p(x, y) 1 3/24 2/24 1/24 1 2/24 5/24 2/24 6/24 1/24 2/24 2. 2.
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Q: 20 2. С1 1 7 6. s+3 5s-3 6s – 5 3. С1 4s² +7 3s - 2 4. 6! s* +8s+25
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Q: 3 4 S 2. 4 4 2 2 - 4 3 2 A = 4 3 3 4 2 - 4 - 2 2 2 2 3 4 3 + 2 2 3. 2.
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Q: 1 4. 1. L s+9 s- 5 20 1 7 2. s+3 5s-3 6s-5 3. 4s+7
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Q: 2 2 4 3 15 3. 1 Let A = 2 1 1 B-' = 4 -2 5 -1 4 3 If C = (B" A-)-1, Then c, = A) 13 B) 26 C) –3 D)…
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Q: (2) Z/(5) =....... (i) (5) (ii) 5Z (iii) {[0],[1],[2],[3],[4]}
A: We have to find the operation
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Q: q 2.2 2.4 2.6 2.8 3 h(q) 270 372 513 706 972 Estimate h'(2.6) using the table above. h'(2.6)≈
A: Consider the given table and draw the graph:
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Q: In Exercises 39–41, find the distance from the point to the plane
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Q: The risk of infection after exposure to needlestick injury is 7.1 per 100,000. The risk of infection…
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Q: 3 5 -6) (1 -9 2) 6. If A- -2 0 -1 and B=65 3 S 9 7 b) 3 c) 5.4- 2B a) 3.4
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Q: (4) (3) (4) e. y = 4x³ (2x + 7) 4 f. y = 1 5√√(3-15x)³ g. s = 8cos (4t2 +9) ...determine s' s'(2)
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Q: {(1.-).(2-3) (0,5), (1.3),(4,5), (-1,5),(4-4) 6. § (3,-2). (-8.-7), (0,6).(-3,4),(6-³3).(-1,6),…
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Q: 2) 3) 1) 6 + 4 5 = 2 2 - m 4n = 12 4) 5) 6) 4r <8+9p 8 = 7x-6y a 6 7) 8) 9) Зysz 2x² +3x-6 -4s…
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Q: [1 2 3 A= 4 5 7 8 9 -1 7 B= 4 -2 5 -3 9 4 13 2 C= 7 6 0 10 3 6. D= 2 -7 8
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Q: 3. 2 B -1 0 1 а) A = 1 -2 -4 5 -3 -3 b) A = 7 11 -11 13 A 28 43 -6 18 B = 22 -3 c) 3 7 4 3 12 B = d)…
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Q: 10 1) 6. 3 4. 4 4) 3 4 5) 4 3 7) n-1 n+1 8. 9. 3 21 9) b-10 8. 10 10) p-6 9 8 10 11) 5. a -8 b 12)…
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Q: 1 3 5 8 - 37 13) 3 8. 7 Ans. r = 3 0 - 37 0 37
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Q: A = -2 - D = 3 0 B 2 " 2 13 3 E = SHE 5 > 4 5 -2 -4 31 -2 3 2 2 5 0 -4 -4 5 3 -4 -4 0 -3 2 3 - 7.…
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A:
Q: 2 4 5 4) A - 4 11 5 4 -1 24 1 0 0][2 4 51 A) A = 4 10 ||0 11 5 0 0 24 [10 0][2 4 5 B) A = 2 10 || 0…
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Q: 5) 20 9.6 9.6 28 15 7.2 7.2 21 A) not similar B) similar
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Q: how do i match the following graphs with the corresponding choice ? step by step please.
A: Given a function,
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Q: 9! 1. 3!3! 9!+8! 2. 4!3! 3. 10!-8! %3D Р(10,2) 5. P(7,3) Р (20,3). Р(3,4) 6. Р (9,8) 20!+3! 4. 9!-3!…
A: Since you have asked for multiple parts, we have provided answer for 3 parts only, as per our…
Q: Which of the following can be transition matrices of aMarkov process?
A: The property of transition matrix of Markov process(also known as Stochastic matrix) is that the sum…
In Problems 7–14, find the value of each determinant
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- One of your duties is the selection and disposal of boxes of obsolete files. According to regulations, ordinary files become obsolete after 24 months, confidential files after 36 months and classified files after 48 months. Which of the following boxes of files can be disposed of: A box containing ordinary files dated 26 months ago and classified files dated 34 months ago. A box containing ordinary files dated 38 months ago and confidential files dated 28 months ago.4-ATTCHED1st blank: 0.6267, 0.5006, 33, 0.7843 2nd blank: 1.44, 2.25, 1.15, 1.80 3rd blank: 0.7843, 0.6267, 0.5006, 0.4 4th blank: 2.25, 1.80, 1.15, 1.44 5th blank: larger or smaller 6th blank: 0.2689, 0.1293, 0.0145, 0.0378 7th blank: 0.0378, 0.1293, 0.0100, 0.2612 8th blank: flatter and more spread out or more like the z distribution
- #17, how to find the principal.2/3 of 4787.735 + 2.14km - (0.4638901m ÷ 0.032 + 76.981cm - 8.31 × 120mm)Even though you have no symptoms, your doctor withes to test you for a raredisease that only 1 in 10,000 people of your age contract. The test is 98%accurate, which means that, if you have the disease, 98% of the times the testwill come out positive and 2% negative. Also, if you do not have the disease, the test will come out negative 96% of the time and positive 4% of the time. You take the test and it comes out positive. What is the probability that you have the disease?
- A machine shop has an order for 12,000 pcs. of a machine part that requires anti-corrosive properties. Chromium steel alloy that cost Php 95.00/ kg or Nickel steel alloy that cost Php 85.00 /kg may be used. The weight per piece, production per day and tool bit replacement cost for Cr-alloy are: 0.25 kg, 75 pcs and Php 1,600 every 400 pcs. Produced. The respective date for Ni-alloy are 0.3 kg, 50 pcs. And Php 1,800.00 for every 300 pcs. produced. If the charge for the labor and other operating cost is Php 450.00/day with all other expenses being the same, determine which material should be used.Due to the high incidence of crime, a company is giving its employees new and secured access to the company. Instead of leaving the doors open, they are installing a card system. To open the door, employees must insert a card into a slot. If a green light comes on, it is okay to turn the handle and open the door; if a yellow light comes on it indicates the door is locked from inside and you cannot enter. Suppose that 90% of the time when the card is inserted, the door should open because it is not locked from the inside. When the door should open, the system makes errors 2% of the time. That is, the green light will appear 98% of the time. When the door should not open, the system makes errors 5% of the time (green light appears). Suppose you inserted the card, and the light is green, what is the probability the door will open?Suppose that the population of rabbits increases by 1.5 times a month. At the end of a month, 10 rabbits immigrate in. When the initial population is 100, what is the approximate integer population after a year?
- Suppose that 10% of weightlifters use banned substances, that a weightlifter who uses banned substances tests positive for them 97% of the time, and that a weightlifter who does not use banned substances tests positive for them 5% of the time. How would I go about answering this question?How I change from: 23.4(I2) − 9.1(I1) − 6.8(I3) = −18 --> 9.1(I1) − 23.4(I2) +6.8(I3) = 18 and also How I change from: 10.1(I3) − 6.8 (I2) = −3 --> 6.8(I2) − 10.1(I3) = 3