6 classes of ten students each were taught using the following methodologies traditional, online and a mixture of both At the end of the term, the students were tested, their scores were recorded and this yielded the following partial ANOVA table. Assume distributions are normal and variances are equal. Find the mean sum of squares of treatment (MST)? dF MS SS 106 ? Treatment Error 421 2 ? Total

Q: Find (+72+6) dz + C

A:

Q: -1) nt2 3.

A: To evaluate:    Rewrite the given form in simplified form:

Q: 114 19

A:

Q: 4) 45

A: The length of the side AB=32 units. An angle m∠A=45∘ The objective is to find the value of 'x'.

Q: ५हीकटिकप्रेट %3D (ट+ प्ढ़ी-धा

A: Solution  Given13 - (2n+2) = 2(n+2) + 3n=> 13 - 2n - 2 = 2n + 4 +3n

Q: 1 d 2n=1 =1n+n ur

A: Here we have to calculate:- ∑n=1∞1n2+n=∑n=1∞1nn+1

Q: Cx-3) Gょ2)tG3)

A:

Q: 2. ar'+b) 2.

A:

Q: 16) 93

A: Explanation of the solution is given below...

Q: あ。(12イ45 bt-ef e

A: 2x+53ax-53

Q: Need help with (D)

A: Enter the data in Excel.

Q: 5 7n +9 9) 9.

A:

Q: If (n, 15) = 1 and o(n) = 56, find o (75n).

A: Given: n, 15=1 and σn=56.To find: σ75n

Q: lim (Vx2 +2x-x) ズ→

A:

Q: (e) (2² +9)7/2

A: Topic:- Integration

Q: I (n Ps)= 48 3 (nC4)

A: Solution

Q: 8. (oc-6)3

A:

Q: (e) ap: (2² – 8)5

A:

Q: ind AxB for A = {1,2} and B = {r,s, t} %3D

A:

Q: 4813 13

A:

Q: 32r+3 = 34)

A: Given- 32x+3=3x2 To find- The value of the variable x.

Q: 56 C-16)

A:

Q: Find the perimeter C(4, 4) (-3, 0) A (1, 4)

A: Graph of the triangle A(-3,0), B(1,-4), C(4,4) are given. we have to find its perimeter

Q: 8 n (-2) n 3231 7zZ

A:

Q: · 3 6) a+5 2 a-5

A: It Is given that ;3a+5=2a-5

Q: Without expanding, show that

A: By using properties of determinant we have to show that: 1ab+c1ba+c1ca+b=0 Applying C2→C2+C3 in LHS…

Q: x2 - 2x+5

A: here we will evaluate given intigral,

Q: 19 *72°

A:

Q: 3) 3/2 45 2

A:

Q: (-13)+(-3=)

A:

Q: (d) 2.46 (е) —0.10

A: Answer- Given null and alternative hypothesis                H0 : μ = 5                H1 : μ > 5…

Q: (1+2 In æ)4 6.

A: topic - indefinite integral

Q: Find the value of n(A U B) if n(A) = 8, n(B) = 13 and n(A n B) = 6. n(AUB) (Type a whole number.) =

A:

Q: 1+x dr 1+ x?

A:

Q: 2)2 6.

A: Given: 622

Q: The last choice d is (1,1)

A: Let p(x,y) be circumcentre so it's distance from each A,B,C is equal

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) }