Capsaicin content in red habanero chili (Copsicum ckineosR Jacq.) is affected by the drying process. An experiment was conducted to determine the effect of using different drying temperatures (60, 70 , and 80 G) using an oven. Samples of red habanero chili were procured. Upon checking, there were varying sizes of chilli and thus the experimenter grouped the samples according to size. Drying temperatures were then randomly assigned within each group for 8 hours. The capsaicin content was measured for each sample. The partial analysis of variance table is shown below: Source of Variation Fc p-value Size 2.1654 0.1560 Temperature 8.6013 0.34 1. The experimental design of the study is

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Capsaicin content in red habanero chilli (Copsicum gkioeose Jacq.) is affected by the drying process. An experiment
was conducted to determine the effect of using different drying temperatures (60 70 S and 80 G) using an oven.
Samples of red habanero chili were procured. Upon checking, there were varying sizes of gbilli and thus the
experimenter grouped the samples according to size. Drying temperatures were then randomly assigned within each
group for 8 hours. The capsaicin content was measured for each sample. The partial analysis of variance table is shown
below:
Source of Variation
Fc
p-value
Size
2.1654
0.1560
Temperature
8.6013
0.34
1. The experimental design of the study is
b. one-way treatment structure in RCBD
C.
one-way treatment structure in LSD
d. two-way treatment structure in RCBD
e. two-way treatment structure in LSD
2. For the analysis of variance to be valid, which of the following must be TRUE?
A. The errors must be normally distributed.
B. The error variances must be the same across drying temperatures.
C. The errors must be independent.
D. The effect of size and temperature must be independent.
3. At a=5%, the blocking strategy is
a. effective
C. highly effective
b. not effective
D. cannot make a conclusion
4. At a=5%, which of the following is(are) TRUE about the drying temperature?
There are no differences in the effects of drying temperatures.
B. There are no differences in the mean capsaicin across drying temperatures.
C. At least two drying temperatures have the same effect on capsaicin.
D. At least one drying temperature has a different effect on capsaicin.
5. What is the maximum number of orthogonal contrasts that may be constructed for the posthos analysis of
the effect of temperature?
а. 0
В. 1
С. 2
D. 3
Transcribed Image Text:Capsaicin content in red habanero chilli (Copsicum gkioeose Jacq.) is affected by the drying process. An experiment was conducted to determine the effect of using different drying temperatures (60 70 S and 80 G) using an oven. Samples of red habanero chili were procured. Upon checking, there were varying sizes of gbilli and thus the experimenter grouped the samples according to size. Drying temperatures were then randomly assigned within each group for 8 hours. The capsaicin content was measured for each sample. The partial analysis of variance table is shown below: Source of Variation Fc p-value Size 2.1654 0.1560 Temperature 8.6013 0.34 1. The experimental design of the study is b. one-way treatment structure in RCBD C. one-way treatment structure in LSD d. two-way treatment structure in RCBD e. two-way treatment structure in LSD 2. For the analysis of variance to be valid, which of the following must be TRUE? A. The errors must be normally distributed. B. The error variances must be the same across drying temperatures. C. The errors must be independent. D. The effect of size and temperature must be independent. 3. At a=5%, the blocking strategy is a. effective C. highly effective b. not effective D. cannot make a conclusion 4. At a=5%, which of the following is(are) TRUE about the drying temperature? There are no differences in the effects of drying temperatures. B. There are no differences in the mean capsaicin across drying temperatures. C. At least two drying temperatures have the same effect on capsaicin. D. At least one drying temperature has a different effect on capsaicin. 5. What is the maximum number of orthogonal contrasts that may be constructed for the posthos analysis of the effect of temperature? а. 0 В. 1 С. 2 D. 3
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