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s is the midpoint of QR
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14 Feb 2023, 07:33
14 Feb 2023, 07:33
Expert Reply
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Question Stats:
40% (01:48) correct
60% (01:23) wrong based on 45 sessions
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Attachment:
GRe r=-2q.jpg [ 4.61 KiB | Viewed 3932 times ]
s is the midpoint of \(\overline{qr}\)
\(r=-2q\)
Quantity A |
Quantity B |
s |
0 |
A) Quantity A is greater.
B) Quantity B is greater.
C) The two quantities are equal.
D) The relationship cannot be determined from the information given.
Re: s is the midpoint of QR
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19 Feb 2023, 14:02
19 Feb 2023, 14:02
1
Expert Reply
OE
The easiest approach is to pick numbers. Point q must be a negative number and r must be positive. If q = −1, then r = 2
If s is the midpoint of q and r, then s must be 0.5. Therefore, s > 0. For any numbers you pick, s will be positive. Therefore, Quantity A is greater.
The easiest approach is to pick numbers. Point q must be a negative number and r must be positive. If q = −1, then r = 2
If s is the midpoint of q and r, then s must be 0.5. Therefore, s > 0. For any numbers you pick, s will be positive. Therefore, Quantity A is greater.
Re: s is the midpoint of QR
[#permalink]
27 Jan 2026, 20:16
27 Jan 2026, 20:16
Carcass wrote:
OE
The easiest approach is to pick numbers. Point q must be a negative number and r must be positive. If q = −1, then r = 2
If s is the midpoint of q and r, then s must be 0.5. Therefore, s > 0. For any numbers you pick, s will be positive. Therefore, Quantity A is greater.
The easiest approach is to pick numbers. Point q must be a negative number and r must be positive. If q = −1, then r = 2
If s is the midpoint of q and r, then s must be 0.5. Therefore, s > 0. For any numbers you pick, s will be positive. Therefore, Quantity A is greater.
if we take q = -2 then r =4 and s = 1
so i think answer is D
