

x, y, z are 3 integers in a geometric sequence such that y - x is a perfect cube.
Given, log36x2 + log6?y + log216y1/2z = 6. Find the value of x + y + z.
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10log(3 - 10logy) = log2(9 - 2y), Solve for y.
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46+12+18+24+…+6x = (0.0625)-84, what is the value of x?
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Simplification: 25^{(2.7)} imes 5^{(4.2)} div 5^{(5.4)} = ?\)
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If x is a real number ,then √(loge(4x-x2)/3) is a real number if and only if
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