By L. T. Meade
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Extra resources for A Sweet Girl Graduate by L. T. Meade
Can you give a correct solution that employs (1) the fewest possible signs, and (2) the fewest possible separate strokes or dots of the pen? That is, it is necessary to use as few signs as possible, and those signs should be of the simplest form. The signs of addition and multiplication (+ and ×) will thus count as two strokes, the sign of subtraction (-) as one stroke, the sign of division (÷) as three, and so on. —THE FOUR SEVENS. In the illustration Professor Rackbrane is seen demonstrating one of the little posers with which he is accustomed to entertain his class.
After he had been working some time he put the candles out as the fog had lifted, and he then noticed that what remained of one candle was exactly four times the length of what was left of the other. When he got home that night Mr. Gubbins, who liked a good puzzle, said to himself, "Of course it is possible to work out just how long those two candles were burning to-day. " But he soon found himself in a worse fog than the atmospheric one. Could you have assisted him in his dilemma? How long were the candles burning?
THE PARISH COUNCIL ELECTION. Here is an easy problem for the novice. At the last election of the parish council of Tittlebury-inthe-Marsh there were twenty-three candidates for nine seats. Each voter was qualified to vote for nine of these candidates or for any less number. One of the electors wants to know in just how many different ways it was possible for him to vote. —THE MUDDLETOWN ELECTION. At the last Parliamentary election at Muddletown 5,473 votes were polled. The Liberal was elected by a majority of 18 over the Conservative, by 146 over the Independent, and by 575 over the Socialist.
A Sweet Girl Graduate by L. T. Meade by L. T. Meade