36. If a, b, c are p^th, q^th and r^th terms respectively of a G.P, then prove that loga p

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36. If a, b, c are p^th, q^th and r^th terms respectively of a G.P, then prove that  loga     p

Oswaldo Jiménez · Answer

Given the function f of x equal 0 .1 x to the fourth minus 0 .5 x cube minus 3 .3 x squared plus

Jeff Harris · Answer

So, name all corresponding angles. So the corresponding angles are the ones in the same position

Babita Kumari · Answer

In this the displacement is being given as 2 tq plus 3 t squared raised to the power 1 by 2 we n

Babita Kumari · Answer

We have a question in this we have been given n t equal to f t when 0 less than equal to t less

Babita Kumari · Answer

We have a question and this when you determine the equation of tangent to the curve f x equal to

36. If a, b, c are $p^{th}$, $q^{th}$ and $r^{th}$ terms respectively of a G.P, then prove that \begin{vmatrix} \log a & p & 1\\ \log b & q & 1\\ \log c & r & 1 \end{vmatrix} = 0