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A current of dry air was bubbled through a bulb containing 26.6 g of an organic substance in 200 gms of water, then through a bulb at the same temperature containing pure water and finally through a tube containing fused calc ...
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A current of dry air was bubbled through a bulb containing 26.6 g of an organic substance in 200 gms of water, then through a bulb at the same temperature containing pure water and finally through a tube containing fused calc ...
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What will be the graph of (Sinx)/x ? ...
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A current of dry air was bubbled through a bulb containing 26.6 g of an organic substance in 200 gms of water, then through a bulb at the same temperature containing pure water and finally through a tube containing fused calc ...
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What will be the graph of (Sinx)/x ? ...
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*Image* ...
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here is a 3 x 3 square.... *Image* how many triangles can be formed with the dots being the three vertices of the triangle?? ...
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here is a 3 x 3 square.... *Image* how many triangles can be formed with the dots being the three vertices of the triangle?? ...
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*Image* ...
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here is a 3 x 3 square.... *Image* how many triangles can be formed with the dots being the three vertices of the triangle?? ...
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*Image* ...
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here is a 3 x 3 square.... *Image* how many triangles can be formed with the dots being the three vertices of the triangle?? ...
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here is a 3 x 3 square.... *Image* how many triangles can be formed with the dots being the three vertices of the triangle?? ...
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Roots of the equations x2+px+q=0 & x2+rx+s=0 are respectively (α,β), (γ,δ). Write down the value of {(α-γ)(α-δ)(β-γ)(β-δ)} in terms of p,q,r,s . And find out the condition of having common roots of those equetions ...
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If cosα + cosβ + cosγ = sinα + sinβ + sinγ, then prove that i) cos2α + cos2β + cos2γ =0 & ii) sin2α + sin2β + sin2γ =0 ...
