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Recent questions tagged coordinate-geometry
5
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GATE Overflow Test Series | Mock GATE | Test 5 | Question: 9
A parallelogram $PQRS$ has vertex $P = (0, 3).$ The midpoints of sides $\overline{PQ}$ and $\overline{QR}$ are $X=(-3, 0)$ and $Y=(6, -3),$ respectively and the coordinates of vertex $S = (\alpha, \beta).$ The value of $\alpha - \beta = $________
A parallelogram $PQRS$ has vertex $P = (0, 3).$ The midpoints of sides $\overline{PQ}$ and $\overline{QR}$ are $X=(-3, 0)$ and $Y=(6, -3),$ respectively and the coordinat...
gatecse
409
views
gatecse
asked
Feb 8, 2021
Quantitative Aptitude
go2025-mockgate-5
numerical-answers
coordinate-geometry
numerical-aptitude
2-marks
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–
0
votes
2
answers
2
ISI-2014-1
The four distinct points $(-a,-b),(0,0),(a,b),(a^2,ab)$ are vertices of parallelogram vertices of rectangle collinear lying on a circle
The four distinct points $(-a,-b),(0,0),(a,b),(a^2,ab)$ arevertices of parallelogramvertices of rectanglecollinearlying on a circle
jjayantamahata
459
views
jjayantamahata
asked
Mar 17, 2018
Mathematical Logic
coordinate-geometry
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–
0
votes
0
answers
3
ISI-2014-14
The locus of the center of a circle that passes through origin and cuts off a length $2a$ from the line $y=c$ is $x^2+2cx=a^2+c^2$ $x^2+2cy=a^2+c^2$ $y^2+cx=a^2+c^2$ $y^2+2cy=a^2+c^2$
The locus of the center of a circle that passes through origin and cuts off a length $2a$ from the line $y=c$ is$x^2+2cx=a^2+c^2$$x^2+2cy=a^2+c^2$$y^2+cx=a^2+c^2$$y^2+2cy...
jjayantamahata
241
views
jjayantamahata
asked
Mar 16, 2018
Mathematical Logic
coordinate-geometry
circle
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