SOMETHING EASY.

160. Find a sum of £ s. d. (no farthings) in which the figures, in

their order, represent the amount reduced to farthings.

161. Three persons won a “consultation” worth £1,320. If J were to

take £6, M ought to take £4, and B £2. What is each person’s share?

“ON THE JOB.”

162. Six masons, four bricklayers and five labourers were working

together at a building, but being obliged to leave off one day by the

rain, they went to a public-house and drank to the value of 45s.,

which was paid by each party in the following manner: Four-fifths

of what the bricklayers paid was equal to three-fifths of what the

masons paid, and the labourers paid two-sevenths of what the masons

and bricklayers paid. What did each party of men pay?

[Illustration]

163. In a certain speculation I gained £4 19s. 11¾d. for each

pound I expended, and by a curious coincidence I found that £4 19s.

11¾d. was the exact amount I had ventured. Required the amount of

capital and profit together.

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