The required ratio of wins to losses would be 7:4, indicating that they have won 7 games and lost 4 games out of the 13 games played. Option D is correct.
The information given states that the Bears have won 7 games and tied 2 games out of their last 13 games.
Since they have not forfeited any games, the remaining games would be losses.
= 13 - 7 - 2
= 4
Therefore, the ratio of wins to losses would be 7:4, indicating that they have won 7 games and lost 4 games out of the 13 games played.
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Answer:
d :)
Step-by-step explanation:
4 hours of
loading/unloading
7 hours of
loading/unloading
Step-by-step explanation:
Here, the given table is MISSING.
The correct table for reference is attached.
Now, let us assume the hourly rates of loading/unloading = $ m
Assume the hourly rates of packing/unpacking = $ n
As given in the table:
3 hours of loading/unloading + 2 hours of packing/unpacking costs = $480
⇒ 3 m + 2 n = 480
⇒ 2 n = 480 - 3 m .... (1)
5 hours of loading/unloading + 2 hours of packing/unpacking costs = $680
⇒ 5 m + 2 n = 680
⇒ 2 n = 680 - 5 m .... (2)
Now, solving for the values of m and n, we get:
480 - 3 m = 680 - 5 m
⇒ 5 m - 3 m = 680 - 480
⇒ 2 m = 200
or, m = 100
Now, 2 n = 680 - 5 m = 680 - 5 (100) = 180
⇒ n = 90
Hence, the hourly rates of loading/unloading = $ m = $100
The hourly rates of packing/unpacking = $ n = $90
A. x + 5 ft by 3x + 4 ft
B. 3x + 5 ft by x + 4 ft
C. x + 5 ft by x + 4 ft
D. 3x + 5 ft by 3x + 4 ft
Your equation
Simplify out the 17
Find the common number
These are your two answers
Your answer is B.
Answer:
b
Step-by-step explanation: