E-commerce includes buying and selling of which of the following:

P) Goods - e.g. digital camera, music system, clothes, accessories.
Q) Information - e.g. subscription to some law site may give access to some court cases.
R) Services - e.g. placement services by naukri.com.

P - X, Q - X, R - X

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P - \sqrt, Q - X, R - \sqrt

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P - \sqrt, Q - \sqrt, R - X

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P - \sqrt, Q - \sqrt, R - \sqrt

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Solution

The correct option is C $P - \sqrt, Q - \sqrt, R - \sqrt$
E-Commerce in India, is the rapidly growing business platform as it includes buying and selling of goods, services and information. Goods and services that includes cameras, clothes, subscription to some law sites, placement services can be purchased and sold through internet. There is nothing in the market that cannot be purchased online.

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Similar questions

\times

\frac{p + q - x}{r} + \frac{q + r - x}{p} + \frac{r + p - x}{q} + \frac{4 x}{p + q + r}

P (x), Q (x), R (x)

0

P^{'} (x) = 2 P^{2} (x) Q (x) R (x) + \frac{1}{Q (x) R (x)},

P (0) = 1

Q^{'} (x) = P (x) Q^{2} (x) R (x) + \frac{4}{P (x) R (x)},

Q (0) = 1

R^{'} (x) = 3 P (x) Q (x) R^{2} (x) + \frac{1}{P (x) Q (x)},

R (0) = 1.

P (x) Q (x) R (x) = tan (n x + \frac{π}{4}) .

n

\frac{(x + q) (x + r)}{(q - p) (r - p)} + \frac{(x + r) (x + p)}{(r - q) (p - q)} + \frac{(x + p) (x + q)}{(p - r) (q - r)} - 1 = 0

p, q, r

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