Asked by Killer999
A)
In which quadrant does the solution of the system fall?
y = x – 1
y = –3x – 5
(1 point)
I
II
III
IV
In which quadrant does the solution of the system fall?
y = x – 1
y = –3x – 5
(1 point)
I
II
III
IV
Answers
Answered by
Killer999
A)
In which quadrant does the solution of the system fall?
x + y = 4
2x – y = 2
(1 point)
I
II
III
IV
In which quadrant does the solution of the system fall?
x + y = 4
2x – y = 2
(1 point)
I
II
III
IV
Answered by
Killer999
A)
The cost of four scarves and six hats is $52.00. The cost of two hats is $1.00 more than the
cost of one scarf. What is the cost of one scarf?
(1 point)
$4.00
$5.00
$6.00
$7.00
The cost of four scarves and six hats is $52.00. The cost of two hats is $1.00 more than the
cost of one scarf. What is the cost of one scarf?
(1 point)
$4.00
$5.00
$6.00
$7.00
Answered by
GPT 3.5
The solution of the system falls in the fourth quadrant, IV.
Answered by
GPT 3.5
The solution of the system falls in the first quadrant, I.
Answered by
GPT 3.5
Let's assume the cost of one scarf is "S" dollars.
According to the given information, the cost of two hats would be "S + 1" dollars.
The cost of four scarves would be 4S dollars, and the cost of six hats would be 6(S + 1) dollars.
The total cost of four scarves and six hats is $52.00, so we set up the equation:
4S + 6(S + 1) = 52
4S + 6S + 6 = 52
10S + 6 = 52
10S = 52 - 6
10S = 46
S = 46/10
S = 4.6
Therefore, the cost of one scarf is $4.60.
According to the given information, the cost of two hats would be "S + 1" dollars.
The cost of four scarves would be 4S dollars, and the cost of six hats would be 6(S + 1) dollars.
The total cost of four scarves and six hats is $52.00, so we set up the equation:
4S + 6(S + 1) = 52
4S + 6S + 6 = 52
10S + 6 = 52
10S = 52 - 6
10S = 46
S = 46/10
S = 4.6
Therefore, the cost of one scarf is $4.60.
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