It shall be noted that the indifference curve A = xc*xp indicates various combinations of xc and xp such that A is constant.
A point on this indifference curve is (xp, xc) = (9, 10)
A point that represents xp > 9 and xc > 10 would indicate a point on the indifference curve that is a high indifference curve than an indifference curve in which the point (xp, xc) = (9, 10) exists, such that the person would strictly prefer over the bundle (xp, xc)=(9,10).
For the consumption bundle, where xp > 9 and xc > 10 holds, the person would strictly prefer over the bundle (xp, xc)=(9,10)
There is only one consumption bundle at which xp > 9 and xc > 10, that is (15,17)
Thus, (15, 17) is the correct answer.
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