1. The problem states that a farmer bought material for 325000 after a 35% discount.
2. Let the marketed price be $x$.
3. The farmer paid 65% of the marketed price because of the 35% discount, so we write the equation: $$0.65x = 325000$$
4. To find $x$, divide both sides by 0.65:
$$x = \frac{325000}{0.65}$$
5. Calculate the value:
$$x = 500000$$
6. Therefore, the marketed price of the material was 500000.
Marketed Price
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