2. In the store Moda, a men's skirt was on sale for 24500 SIT at a $30\%$ discount. Before the end of the sale, it was further discounted by $20\%$. How many tolars does the difference between the original price and the price after the second discount amount to?

In the store Obleka, such a skirt had the same original price as in the store Moda. It was discounted only once and sold at the price that was valid in the store Moda only after the second discount. By what percentage was the skirt discounted in the store Obleka?

Write down the answers.
2. If we denote the initial price of the dress with $x$, then $0.7 x = 24500$, from which we calculate $x = 35000$. After the second discount, the dress cost $0.8 \cdot 24500 = 19600$ SIT. The difference between the initial price and the price after the second discount is $35000 - 19600 = 15400$ SIT.

In the Obleka store, the dress, which originally cost 35000 SIT, was discounted by 15400 SIT, which is $\frac{15400}{35000} = 44\%$.

Equation set up: $0.7 x = 24500$ SIT 1 point

Calculation: $x = 35000$ SIT

Calculated price after the second discount: $24500 \cdot 0.8 = 19600$ SIT..........................................

Difference between the initial and final price: $35000 - 19600 = 15400$ SIT................... 1 point

Calculated discount percentage in the Obleka store: $p = \frac{15400}{35000} = 44\% \ldots \ldots \ldots \ldots \ldots \ldots 1$ point

Answer .......................................................................................................