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In the xy-plane, the graph of 3x = 2y^2 shows a parabola with vertex at the point defined by the (x,y) pair:
(A) (0,0)
(B) (0,2)
(C) (2,0)
(D) (3,2)
(E) (2,3)
(A) (0,0)
(B) (0,2)
(C) (2,0)
(D) (3,2)
(E) (2,3)
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14 Dec 2020, 03:51
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In the xy-plane, the graph of 3x = 2y^2 shows a parabola with vertex at the point defined by the (x,y) pair:
Find (x,y) which lies on the parabola:
Approach: sustitute (x,y) from options in above eqn and check if LHS = RHS,
(A) (0,0) ...... satisfies YES
(B) (0,2) ...... satisfies NO
(C) (2,0) ...... satisfies NO
(D) (3,2) ...... satisfies NO
(E) (2,3) ...... satisfies NO
IMO A
Find (x,y) which lies on the parabola:
Approach: sustitute (x,y) from options in above eqn and check if LHS = RHS,
(A) (0,0) ...... satisfies YES
(B) (0,2) ...... satisfies NO
(C) (2,0) ...... satisfies NO
(D) (3,2) ...... satisfies NO
(E) (2,3) ...... satisfies NO
IMO A
14 Dec 2020, 04:27
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Asked: In the xy-plane, the graph of 3x = 2y^2 shows a parabola with vertex at the point defined by the (x,y) pair:
Only (0,0) satisfy the equation of the graph 3x = 2yˆ2
IMO A
Only (0,0) satisfy the equation of the graph 3x = 2yˆ2
IMO A
