A) 101.000027 |
B) 101.00027 |
C) 0.10127 |
D) 0.010127 |
B) 101.00027 |
1). If \( \Large X^{y}=Y^{z},\ then\ \left(\frac{X}{Y}\right)^{x/y} \) equals
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2). Which of the following statement is correct?
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3). Solve \( \Large \left[ 5^{3} \times 8^{2} \times \left(x^{-9}\right)^{1/3} \right]^{-1/3} \) is
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4). If \( \Large \left( a^{n^{2}} \right) = \left( a^{2^{n}} \right)^{2} \), then
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5). If a four-digit number of the form aabb is a perfect square, then the number is
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6). Which of the following is largest number?
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7). If \( \Large f \left(x\right)=ax+b,\ f \left(1\right)=-2,\ and\ f \left(2\right)=6,\ then\ f \left(3\right)\) is equal to:
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8). The value of x in the equation \( \Large 2^{x-6}=256 \) is
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9). If \( \Large 16^{x+1}=\frac{64}{4^{x}} \), then value of x is
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10). If x = 2a - 1, y = 2a - 2, z = 3 - 4a, then value of \( \Large x^{3}+y^{3}+z^{3} \) will be
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