If y is not equal to 4, x is not equal to 0, and
$$\frac{y^2-16}{3x}=\frac{y-4}{6}$$
then in terms of x, y equals:
$$\left(A\right)\ \frac{\left(x+8\right)}{2}$$
$$\left(B\right)\ \frac{\left(x-8\right)}{2}$$
$$\left(C\right)\ -\frac{3x}{2}$$
$$\left(D\right)\ \frac{\left(-3x+8\right)}{2}$$
$$\left(E\right)\ \frac{\left(3x-8\right)}{2}$$
The OA is B.
Can any expert help me with this PS question please? I don't have it clear. Thanks.
If y is not equal to 4, x is not equal to 0...
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Hi LUANDATO,
Many Test Takers would approach this question algebraically (which is fine); however, it's designed in such a way that you can also get to the solution by TESTing VALUES (although we are not allowed to use X=4 or Y=0 in our work).
Let's TEST Y = 5.... that makes the equation...
9/3X = 1/6
3X = 54
X = 18
Thus, we're looking for an answer that equals 5 when X=18. There's only one answer that matches...
Final Answer: B
GMAT assassins aren't born, they're made,
Rich
Many Test Takers would approach this question algebraically (which is fine); however, it's designed in such a way that you can also get to the solution by TESTing VALUES (although we are not allowed to use X=4 or Y=0 in our work).
Let's TEST Y = 5.... that makes the equation...
9/3X = 1/6
3X = 54
X = 18
Thus, we're looking for an answer that equals 5 when X=18. There's only one answer that matches...
Final Answer: B
GMAT assassins aren't born, they're made,
Rich
GMAT/MBA Expert
- Scott@TargetTestPrep
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Cross multiplying, we have:BTGmoderatorLU wrote:If y is not equal to 4, x is not equal to 0, and
$$\frac{y^2-16}{3x}=\frac{y-4}{6}$$
then in terms of x, y equals:
$$\left(A\right)\ \frac{\left(x+8\right)}{2}$$
$$\left(B\right)\ \frac{\left(x-8\right)}{2}$$
$$\left(C\right)\ -\frac{3x}{2}$$
$$\left(D\right)\ \frac{\left(-3x+8\right)}{2}$$
$$\left(E\right)\ \frac{\left(3x-8\right)}{2}$$
The OA is B.
Can any expert help me with this PS question please? I don't have it clear. Thanks.
6(y + 4)(y - 4) = 3x(y - 4)
6(y + 4) = 3x
6y + 24 = 3x
6y = 3x - 24
y = (3x - 24)/6
y = (x - 8)/2
Answer: B
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