Tamam öğretmenim merhaba hocam nasılsınız iyi akşamlar canım çok sıkılıyo çok iyi bir insan bir arar bir şey var ama bir insan bir arar bir insan bir şey olmaz rica e evet w woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook woorkbook we woorkbook woorkbook woorkbook evet w e okula bir insan
Answer:
Sue will have 6 full cartons.
Step-by-step explanation:
1 dozen = 12
75/ 12= 6
6 X 12 = 72
Answer: It will be explained below. Basically, 463.846154 minutes in total to read the rest of the book, and she reads at 78 pages per 90 minutes, or 13 pages per 15 minutes.
Step-by-step explanation: Shryia read 78 pages in 90 minutes - she had read 480-402, which is 78. This indicates a fairly annoying-to-calculate rate of 78 pages every 90 minutes, which is annoying to calculate, but please bear with it. The quantity of remaining pages is 402, of course, and as such we can simply divide this by 78 pages/90 minutes.
1. 402 pages divided by 78 pages/90 minutes
2. 402 pages multiplied by 90 minutes/78 pages (flipped the fraction; 90 minutes is now the numerator.)
3. 402 multiplied by 90 minutes/78 (reduced and removed the "pages" from each.)
4. 36180 minutes/78 (multiplied 402 to 90.)
5. 463.846154 minutes (divided 36180 by 78).
I hope this provides some insights.
5x = -1
x = -1/5 = -0.2
That means that any ordered pair for the line will be (-0.2, y)
You can put any number in for y.
So two ordered pairs could be:
(-0.2, 1)
and
(-0.2, 2)
Answer: c) 81
Step-by-step explanation:
The formula to calculate the degrees of freedom error for a one-way within-subjects ANOVA is given by :-
Given : A researcher recorded the shooting percentage of 28 professional basketball players in each of four quarters in a game.
Here , n= 28 and k= 4
Then, the degrees of freedom error for a one-way within-subjects ANOVA will be :-
Hence, the degrees of freedom error for a one-way within-subjects ANOVA are 81.
