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The area of the space bounded by the x and y axes and between the lin
[#permalink]
26 Aug 2022, 06:39
26 Aug 2022, 06:39
Expert Reply
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Question Stats:
44% (02:13) correct
55% (02:19) wrong based on 18 sessions
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The area of the space bounded by the x and y axes and between the lines described by the equations y = -2x + 10 and y = -2x + 2, in square units, is
A 1
B 4
C 10
D 24
E 25
A 1
B 4
C 10
D 24
E 25
Part of the project: GRE QCQ & PS 3 Questions Every One DAILY Challenge - (2022)
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GRE Math Essentials (2022)
GRE Geometry Formulas
GRE - Math Book
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GRE Math Essentials (2022)
GRE Geometry Formulas
GRE - Math Book
The area of the space bounded by the x and y axes and between the lin
[#permalink]
26 Aug 2022, 07:25
26 Aug 2022, 07:25
1
Use the uploaded image as refernce.
For line y = -2x + 10 ; plot it on the cordinate plane, by putting x =0, get y and y=0, get x. These are the intersection of the line with the axes.
For line y = -2x + 2 ; plot it on the cordinate plane, by putting x =0, get y and y=0, get x. These are the intersection of the line with the axes.
We need to find ar. ADEC = ar. ABC - ar. BED
= ar. ABC - ar. BED
= 1/2 ( 10*5 - 2*1 )
= 24
Answer is D
For line y = -2x + 10 ; plot it on the cordinate plane, by putting x =0, get y and y=0, get x. These are the intersection of the line with the axes.
For line y = -2x + 2 ; plot it on the cordinate plane, by putting x =0, get y and y=0, get x. These are the intersection of the line with the axes.
We need to find ar. ADEC = ar. ABC - ar. BED
= ar. ABC - ar. BED
= 1/2 ( 10*5 - 2*1 )
= 24
Answer is D
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gmatclubot
The area of the space bounded by the x and y axes and between the lin [#permalink]
26 Aug 2022, 07:25
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