Two thousand randomly selected adults were asked if they are in favor of or against cloning. The following table gives the responses. In Favor No Opinion Against 405 680 395 300 92 128 Male Female If one person is selected at random from these 2000 adults, find the probability that this person is against cloning. 0.2025 0.5425 0.4460 0.4540 0.8221

Q: O In 17 lo 6

A:

Q: Given the values in Part 1, check if there is a relationship between the 2nd measurement of height…

A: Given name height weight A 171 46 B 169 65 C 181 72 C 181 68 E 188 67 F 178 49 G…

Q: List all the factors of 34

A: To Determine: The factors of 34.

Q: Find x for the lamina bounded by x = 0, y= x*y = 2 – x. Assume unit density. (same region vou found…

A:

Q: 1) 53n-2= 125

A:

Q: 1 10

A: Explanation of the answer is as follows

Q: A - dzdady

A: Option C is correct..

Q: 1 a,b,c,d

A: Given below the detailed solution

Q: (369) 34 / 3 * 9 +12 / 4 * 5

A: Given,             369343*9+124*5

Q: d) +4 dx

A: The answer is

Q: Gventhe graphety=j(z)sekow.trd the waue /-4).

A: The given diagram is

Q: 41 21°

A: As we know that  sin(θ)=opposite hypotanuse

Q: 3. V(3437)3 + 10215

A:

Q: 8 + 17-99 25-25

A: 8+17 = 25

Q: 2 Sx 5x 10

A:

Q: 10 + 2/4 = O 20 O 5 O 10

A:

Q: what is the element a34

A:

Q: 19, 27,64 what is the next term

A: Given sequence 1,8,27,64,.. To determine the next term We know that 13,23,33,....... nthterm is n3

Q: 1 (b) (r² + m)²

A:

Q: 부 18 13)

A: We can make it easier for you.

Q: 28)9,589

A: Given

Q: 7 to the power of 18

A: To determine: 7 to the power of 18

Q: Foctors of 18

A: Factorization of the number is obtained by the writing the number as the product of prime numbers A…

Q: 1. How many squares are in the figure?

A:

Q: Egyptian Division

A:

Q: 796 - 283

A:

Q: Graph r O = 3 6 cos . em 4 -00 ㅜㅜㅠ

A:

Q: 19 *72°

A:

Q: 3,605 + 1,733

A: Perform the addition from right to left to add two numbers . It implies first add the unit places…

Q: 4 ) V8

A:

Q: 9) 105 75

A:

Q: Find 10th term of the A.P. 1, 4, 7, 10

A: Consider an A.P. a1, a2, a3, a4.... Then, the nth term of an A.P. is given by: an=a+n-1 d where a is…

Q: 2)2 6.

A: Given: 622

Q: Find 21 term of A.P 4,6,8,

A: given  4,6,8, common difference d = 6-4=2 first term a = 4

Q: 6. Find the remainder when 15 + 25 +35+. +985 +995 + 1005 is divided by 4. ***

A:

Q: How many elements does it contain?  I forgot to add that part.

A: From the above part we haven(C) = n(B) ={ (1,4),(4,1),(2,3),(3,2) }n(CB) = { (2,3),(3,2) }