Question

Specify the level of significance (Type I error associated with the null hypothesis) (NULL HYPHOTHESIS IS...

Specify the level of significance (Type I error associated with the null hypothesis)

(NULL HYPHOTHESIS IS THAT THERE IS THAT THERE IS A CORRELATION BETWEEN PRICE AN Q SUPPLIED)

Price Quantity supplied
14,5 7
13,4 8
12,7 6
16,4 10
21 15
13,9 11
17,3 21
12,5 10
16,7 14
22,7 20
14,5 12
12,3 10
15,6 8
20 14
14,2 8
12,6 6
18,2 12
17,3 8
14,3 7
11 6
14,5 7
15,2 8
16,2 8
14,8 7
14,3 7
11,9 6
12 6
14,1 7
17 8
18 9
0 0
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Answer #1
Price (X) Quantity supplied (Y) X^2 Y^2 XY
14.5 7 210.25 49 101.5
13.4 8 179.56 64 107.2
12.7 6 161.29 36 76.2
16.4 10 268.96 100 164
21 15 441 225 315
13.9 11 193.21 121 152.9
17.3 21 299.29 441 363.3
12.5 10 156.25 100 125
16.7 14 278.89 196 233.8
22.7 20 515.29 400 454
14.5 12 210.25 144 174
12.3 10 151.29 100 123
15.6 8 243.36 64 124.8
20 14 400 196 280
14.2 8 201.64 64 113.6
12.6 6 158.76 36 75.6
18.2 12 331.24 144 218.4
17.3 8 299.29 64 138.4
14.3 7 204.49 49 100.1
11 6 121 36 66
14.5 7 210.25 49 101.5
15.2 8 231.04 64 121.6
16.2 8 262.44 64 129.6
14.8 7 219.04 49 103.6
14.3 7 204.49 49 100.1
11.9 6 141.61 36 71.4
12 6 144 36 72
14.1 7 198.81 49 98.7
17 8 289 64 136
18 9 324 81 162
Total 459.1 286 7249.99 3170 4603.3
Mean 15.30333 9.53333333
Var 7.474322 14.7822222
SD 2.733921 3.84476556
cov(x,y) 7.551556
correlation 0.718424=r

Here we want to test, Ho : ρ=0 Vs H_1: ho eq 0

Under H_0 Test statistic is,

T=rac{rsqrt{n-2}}{sqrt{1-r^2}}

T=

5.46507957

p-value=

7.7906E-06 α 0.05)

p-value<alpha

Reject Ho at 5% level

i.e. There is significant correlation between Price and quantity

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