Aurag buys cofee and tea at $R s 37.5$ and $R s 35.0$ per $k g$ , respectively: he spends $R s 870$ gets $24 k g$ in all. how much of each kind did he buy?

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Solution

Given that,
Coffee cost per $k g = R s .37 .5$
Tea cos per $k g = R s .35 .0$
$\begin{matrix} 12 \times 37.5 = 450 12 \times 35 = 420 \end{matrix}$
The rate of coffee is total $450$ & rate of tea is total $420$ .

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Aurag buys cofee and tea at Rs 37.5 and Rs 35.0 per kg, respectively: he spends Rs 870 gets 24 kg in all. how much of each kind did he buy?

Given that,Coffee cost per kg=Rs.37.5Tea cos per kg=Rs.35.012×37.5=45012×35=420The rate of coffee is total 450 & rate of tea is total 420.

Aurag buys cofee and tea at $R s 37.5$ and $R s 35.0$ per $k g$ , respectively: he spends $R s 870$ gets $24 k g$ in all. how much of each kind did he buy?

Given that,
Coffee cost per $k g = R s .37 .5$
Tea cos per $k g = R s .35 .0$
$\begin{matrix} 12 \times 37.5 = 450 12 \times 35 = 420 \end{matrix}$
The rate of coffee is total $450$ & rate of tea is total $420$ .