24) The situation that presumably exists if the independent variable has an effect is represented by 24) in a one-factor within-subjects analysis of variance. B) Họ C) H, A) MSTotal D) SSTotal 25)...

N224) The situation that presumably exists if the independent variable has an effect is represented by<br>24)<br>in a one-factor within-subjects analysis of variance.<br>B) Họ<br>C) H,<br>A) MSTotal<br>D) SSTotal<br>25) Suppose 11 subjects were tested under four treatment conditions in a one-factor within-subjects<br>design. The numerator of the F statistic for the analysis of variance would have<br>freedom.<br>25)<br>degrees of<br>A) 3<br>B) 43<br>C) 10<br>D) 4<br>26) If a = 3, H, for a one-factor within-subjects analysis of variance is H;:<br>A) PA, - HAz = HA3<br>C) Ha, - Paz = Paz - PA4<br>26)<br>B) HA, - HA2<br>D) The Ha's are not all equal<br>27) If the results of a one-factor within-subjects analysis of variance were summarized as F(3, 57) =<br>3.64, p < .05, then you would know that H, was<br>A) HA1 - Ha2 - Haz - Pag rejected<br>C) HA1 = Ha2 - Haz: rejected<br>27)<br>and was<br>B) HA1 - Ha2 = Ha3

Extracted text: 24) The situation that presumably exists if the independent variable has an effect is represented by 24) in a one-factor within-subjects analysis of variance. B) Họ C) H, A) MSTotal D) SSTotal 25) Suppose 11 subjects were tested under four treatment conditions in a one-factor within-subjects design. The numerator of the F statistic for the analysis of variance would have freedom. 25) degrees of A) 3 B) 43 C) 10 D) 4 26) If a = 3, H, for a one-factor within-subjects analysis of variance is H;: A) PA, - HAz = HA3 C) Ha, - Paz = Paz - PA4 26) B) HA, - HA2 D) The Ha's are not all equal 27) If the results of a one-factor within-subjects analysis of variance were summarized as F(3, 57) = 3.64, p < .05, then you would know that h, was a) ha1 - ha2 - haz - pag rejected c) ha1 = ha2 - haz: rejected 27) and was b) ha1 - ha2 = ha3 " hagi not rejected d ha, = ha2 " haz not rejected 28) in comparison to between-subjects designs, within-subjects designs, a) are more susceptible to multiple treatment effects b) require fewer subjects c) may be more sensitive to the effects of the independent variable d) all the above 28) 29) changes in task performance due to repeatedly performing a task rather than to any effects of the independent variable are called 29) effects. a) between-subjects c) practice b) treatment carry-over d) repetition 30) in comparison to between-subjects designs, within-subjects designs, a) are not affected by practice on a task b) are susceptible to multiple treatment effects c) may be less sensitive to the effects of the independent variable d) require more subjects 30) 31) which of the following does not contribute to variation in the scores of a one-factor within-subjects 31) analysis of variance? a) the effect of the dependent variable b) the interaction of treatments and subjects c) the effects of the individual differences among subjects d) the effect of the independent variable .05,="" then="" you="" would="" know="" that="" h,="" was="" a)="" ha1="" -="" ha2="" -="" haz="" -="" pag="" rejected="" c)="" ha1="Ha2" -="" haz:="" rejected="" 27)="" and="" was="" b)="" ha1="" -="" ha2="Ha3" "="" hagi="" not="" rejected="" d="" ha,="Ha2" "="" haz="" not="" rejected="" 28)="" in="" comparison="" to="" between-subjects="" designs,="" within-subjects="" designs,="" a)="" are="" more="" susceptible="" to="" multiple="" treatment="" effects="" b)="" require="" fewer="" subjects="" c)="" may="" be="" more="" sensitive="" to="" the="" effects="" of="" the="" independent="" variable="" d)="" all="" the="" above="" 28)="" 29)="" changes="" in="" task="" performance="" due="" to="" repeatedly="" performing="" a="" task="" rather="" than="" to="" any="" effects="" of="" the="" independent="" variable="" are="" called="" 29)="" effects.="" a)="" between-subjects="" c)="" practice="" b)="" treatment="" carry-over="" d)="" repetition="" 30)="" in="" comparison="" to="" between-subjects="" designs,="" within-subjects="" designs,="" a)="" are="" not="" affected="" by="" practice="" on="" a="" task="" b)="" are="" susceptible="" to="" multiple="" treatment="" effects="" c)="" may="" be="" less="" sensitive="" to="" the="" effects="" of="" the="" independent="" variable="" d)="" require="" more="" subjects="" 30)="" 31)="" which="" of="" the="" following="" does="" not="" contribute="" to="" variation="" in="" the="" scores="" of="" a="" one-factor="" within-subjects="" 31)="" analysis="" of="" variance?="" a)="" the="" effect="" of="" the="" dependent="" variable="" b)="" the="" interaction="" of="" treatments="" and="" subjects="" c)="" the="" effects="" of="" the="" individual="" differences="" among="" subjects="" d)="" the="" effect="" of="" the="" independent="">
Jun 06, 2022
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