Answer:
The correct option is 1, 4 and 6.
Step-by-step explanation:
The given two-way table is
WIN LOSS TOTAL
HOME GAMES 6 10 16
AWAY GAMES 3 8 11
TOTAL 9 18 27
Total number of home games won by team is 6 and total number of away games won by team is 3. It means the team is twice as likely to win a home game as they are an away game.
The correct option is 1.
Total number of home games = 16.
Home game won by team is
Option 2 is incorrect.
Total games = 27
Total games won by the team = 9
Total part of games won by team is
Option 3 is incorrect.
The team played a total of 27 games.
Option 4 is correct.
The team won a total of 9 games.
Option 5 is incorrect.
Total home games loose by team = 10
Total away games loose by team = 8
The team lost more home games than away games.
Option 6 is correct.
Therefore the correct option is 1, 4 and 6.
Answer:
Please check out the attachment
Step-by-step explanation:
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Answer:
-20/33
Step-by-step explanation:
y2 - y1 / x2 - x1
1/6 - (-1/4) / -5/16 - 3/8
5/12 / -11/16
= -20/33
Answer:
(- 42.8π/√232)m²
Step-by-step explanation:
For any function, y = f(x), we approximately from a to a + ∆x
We can make use of the formula
∆y = f'(a)∆x
Where S = πr√(r² + h²)
We are asked to find S
h = 6m
r = decreases from 14m to 13.9
S = d/dr[ πr√(r² + h²)] ×(13.9 - 14)
Where h = 36m
S = π d/dr [ r √(r² + 6²)] × (13.9 - 14)
S = π d/dr [ r √(r² + 36)] × (13.9 - 14)
Where r = 14m
S = π [√(r² + 36) + r²/√(r² + 36)] × (13.9 - 14)
S = π [√(14²+ 36) + 14²/√(14² + 36)] × (13.9 - 14)
S = π [√(196+ 36) + 196/√(196 + 36)] × (13.9 - 14)
S = π[√232 + 196/√232] × (13.9 - 14)
S = π × - 0. 1 [√232 + 196/√232]
Collecting like terms
S = π × - 0. 1 × 1/√232 [232 + 196]
S = π × - 0. 1 × 1/√232[428]
S =(- 42.8π/√232)m²