If the cooperative (from the previous question) has the greatest number of members possible (with a minimum of Tk. 240 contribution) and all members except one paid exactly Tk. 240, then how much did the member who paid higher than the rest, pay?

If the cooperative (from the previous question) has the greatest number of members possible (with a minimum of Tk. 240 contribution) and all members except one paid exactly Tk. 240, then how much did the member who paid higher than the rest, pay? Correct Answer Tk. 440

Greatest number of members possible = 5000 / 240 ≈ 20. Let the payment made by the single member be X. The rest 19 members paid TK. 240 each. So,  240×19 + X = 5000 or,  X = 5000 - 4560 = 440 TK
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