Company Z is interested to estimate the proportion of employees favouring a new offi pranch in the city. A 1-in-10 systematic sample is obtained from employees in ea department. The results are given as in Table Q2(a). Assume that N=2000. Table Q2(a) Employee sampled Response 1 15

Q: -4(7j+2)=10

A: Given expression,

Q: (b) please ?

A: Find the last three digits of 9^30 (Please use Euler's Theorem AND the Chinese Reminder Theorem)…

Q: (d) F12,4 (e) t102,1

A: (d) The given distribution is F with significance level is 0.1, lower degrees of freedom is 2, and…

Q: 2(3y-6)/2=3y

A: 2(3y-6)/2=3y

Q: –x + 3y = 6  x + 3y = 18

A:

Q: 3r² – 24r + 48 =

A:

Q: 3. For each problem, find the general solution to x' = Ax, where A is the given matrix. (a) A = -4…

A:

Q: N =   Q + 1     for Q              Q

A: Given: N=Q+1Q

Q: Vs-+ 12²

A: To determine:

Q: 2(a+3)= -12

A: Solution: Here 2(a+3) =-12

Q: Find 3V- 4W !L and

A:

Q: -2/4x + 4 + 23 = 3

A:

Q: (4x)2

A: To evaluate(4x)2

Q: Find fre dz |2e*dx

A:

Q: w2+7w+12=0

A: w2+7w+12=0 Solve by factoring

Q: If p = (7, 2), then find -2p.

A: If p=7, 2, then to find -2p.

Q: 2(3w+8)=40

A:

Q: Find the midpoint between (-6, 11) and (2, 8)

A: -6, 11 & 2, 8.