$\left(\dfrac{x^{m}}{x^{n}}\right)^{m+n} \cdot\left(\dfrac{x^{n}}{x^{l}}\right)^{n+l}\cdot\left(\dfrac{x^{l}}{x^{n}}\right)^{l+m}$ = ....
$\dfrac{x^{m^{2}}\times x^{mn}}{x^{nm}\times x^{n^{2}}}\times \dfrac{x^{n^{2}\times x^{ln}}}{x^{ln}\times x^{l^{2}}}\times \dfrac{x^{l^{2}}\times x^{lm} }{x^{lm}\times x^{m^{2}} }=1$
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If A=+, B=$\div$, C=x, and D= -, then what is the value of $\dfrac{1}{5}C2B\frac{1}{5}A\frac{1}{5}D\frac{1}{10}=? $ |
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The Value of : $\dfrac{x^{3}-1}{x+3}\div\dfrac{x^{3}+x+1}{3x+9}=?$ |
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What is the 85th term of the sequence x, x3/2, x2, x5/2,...? |
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The radius and the slant height of a cone are respectively "r" and "l". What is the volume of the cone? |
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What is the 21st term of the sequence 100, 95, 90, 85....? |
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Simplify: $\dfrac{2x^{4}-162}{(x^{2}+9)(2x-6)}$ |
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If the LCM of x and y is z, what is the H.C.F of x and y? |
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The number of delegates who attended the first session of the Indian National Congress was |
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The revolutionary nationalist Nelakanda Brahmachari was born at |
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Arrange the following in chrohological order: |
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