40マ3 2 1 3 O3 142 202 413 101 234 O OO0 * 01 234

Q: 3 8 6. Example 53. Evaluate 9 8. 2 6 12 2

A:

Q: 3. 45° 7. 8. 45 b. 6. 5. a 60° 45° b 45° a 20 30° /2 4.

A:

Q: Зх — 8 If 3 3 = 0, then x = ? 3 3 Зх — 8 3 Зх — 81 3.

A:

Q: 7 8 17 А) 13 C) 11 В) 12 D) 9

A:

Q: 22−3(3+2(2⋅5−32))

A: BODMAS rule: according to this rule the Order of  mathematical operation must be: B represents…

Q: 36 8 2 3 32 40 8 32 1 16 8

A:

Q: 60° 2 122 3) 35 50 5) D. 136 7) 8) 23 14 9) 10) 204 2)

A:

Q: 5+5s (s²+25)²

A:

Q: Г(4) 2Г (2) 3 aO 2.00 6. 4.

A:

Q: 120 (s+2)6 2s + 5 s(s – 3)2

A: The inverse Laplace transform of 120s+26 can be obtained as follows. It is known that if, L-1Fs=ft,…

Q: 3) 10+ 8 = 32 a) 1.19 d) 4.76 b) 1.43 (c) 2.24

A:

Q: 8/k=12/30

A: Given: -------------------------------------------------------------- To find: K…

Q: 8. 7, 31, 10 11 12 27' 81 243 an Enter your answer here

A: Given that, 7,-83,1,-1027,1181,-12243,... Calculate the value of an.

Q: Hint: (5 7+1 2 8) ÷5 = 37 %D

A:

Q: ジ.キウー。 *り6)e o)。 3-

A:

Q: 30° 27 :: 9/3 :: 54 : 18/3 :: 9 :: 18 :: 27

A:

Q: О 125 O 10 О 11.2 62.5

A:

Q: 34 4 1 4 6 8 9 26 一

A:

Q: 27 32 35 13 15 8. 9. 26.2

A: 6) We know that, sinθ=oposite sideHypotenuse As shown in given figure,…

Q: 0.34 5.8 17 0.15 41

A:

Q: 56° 20' 40"х 2 а. b. 37° 42' 15" х 4 с. 125°15' 30" x 2

A: We know 1°=60', 1'=60''

Q: 3.157 + 2.09

A: The two decimal numbers are given as 3.157 and 2.09.

Q: 50 (s² + 15s + 2) 25s2 + 202s + 25

A:

Q: Зх — 8 If 3 = 0, then x = ? 3 3 Зх— 8 | 3 Зх — 81 3.

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Q: i=n (5 + у;) (х; — 2) Зп + 2 i=1

A:

Q: ia (n+3).

A:

Q: 5. Evaluate a. 3! ×4! 5!

A: According to bartleby guidelines we only provide one solution at a time. Solution 5.  3!×4!/5! We no…

Q: Evaluate the expression.

A: We have to evaluate the expressions: (a)  3-3·3-1(b)  545(c)  7275 (a)…

Q: (53)3− 29 ÷ (23)2× 32 3 +(11 ×2)2−7 11 2 5 5

A: Given expression to be evaluated is : (53)3− 29 ÷ (23)2× 323 +(11 ×2)2−711255

Q: 27 4х + 2 24 4х A) 4 С) 3 В) 0 D) 12

A:

Q: 12. a. (5√3)² b. √II√II c. √32

A: We have to find out

Q: b) A= 43 34 4 23 3 4 12 23 32 21 3 32 43 3 4 b 1 1 -1

A:

Q: 45.7-3.32=

A: We have to solve          45.7 - 3.32 = ?

Q: 2/4 + ²/81 + ²/1/729 t. Ⓒ274

A: 2.Solution:29+281+2729+.......29+292+293+.......this series is geometric series.Common…

Q: 2. 3. 22 A= 2. 2. 3. 1 31

A:

Q: 20. 12 N/3

A: The given term is  23×112

Q: 55 45% 55/2 : 11/5 :: 55 2 55/2 ::

A:

Q: (b) 13|3"+2 + 42n+1 (c) 27 | 25n+1 + 5"+2.

A: The solutions of (b) and (c) are given below

Q: А 3 6.5°, а %3D 40.5 B = 1 83.5 C = 2 90 b = 3 | 4 c = B a b A

A: Given triangle is a right triangle with, A=6.5°a=40.5

Q: a. 25.2 5 = 2 25 b. 25 c. 23.53 = 103

A: A). False, it's answer is 210       B). True

Q: 14. wo w-13) 2, (w+ 10)

A:

Q: 6/9 + 3/14 + 1/2 =? a. 10/24 O b. 1 8/21 O c. 5/12 O d. 234/327

A:

Q: А 6 80 В 11 С 12 20 + 5x D 5

A: 6) Given: To find: x

Q: 3 8 6. Evaluate 9 8. 6. 12 2 0 00

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Q: 3.(18) 10 = ? a. (10011) 2 b. (10010) 2 c. (10110) 2

A: A decimal number is given, we need to change it into binary number system.

Q: 30° 7. 45° 60° 45° 3.

A: Given : Two right-angled triangles. We have to determine the value of  (a) c (b) b

Q: 3. 25(i+2)2 Σ 15 3.

A:

Q: P(x ≥ 30); µ = 20; σ=3.4

A: Normal Distribution: A continuous random variable X is said to follow Normal distribution with…

Contingency Table

A contingency table can be defined as the visual representation of the relationship between two or more categorical variables that can be evaluated and registered. It is a categorical version of the scatterplot, which is used to investigate the linear relationship between two variables. A contingency table is indeed a type of frequency distribution table that displays two variables at the same time.

Binomial Distribution

Binomial is an algebraic expression of the sum or the difference of two terms. Before knowing about binomial distribution, we must know about the binomial theorem.