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" Ans. (5) A man is to travel from London to a certain place in 12 days, and to go but 3 miles the first day, increasing every day by an equal excess, so that the last day's journey may be 58 miles; what is the daily increase, and how many miles distant... "
Arithmetical Collections and Improvements: Being a Complete System of ... - Σελίδα 505
των Anthony Birks, John Birks - 1766 - 611 σελίδες
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The Young Mathematician's Guide: Being a Plain and Easie Introduction to the ...

John Ward - 1719 - 472 σελίδες
...Second Payment /. i. /. л /. s. And 17 . 1 1 -H • 1=22 , 12 The Third Payipent, C?c. Example 3. A Man is to Travel from London to a certain Place in Teq Days, and to go but Two Miles the firft Day, encreafing every Days Journey by an equal Excefs ;...

The Young Mathematician's Guide: Being a Plain and Easy Introduction to the ...

John Ward (of Chester.) - 1728 - 476 σελίδες
...Payment. /. i. /. sf,S. And 17 . ij+5 . i— 22 > 12 The Third Payment, C£?^ , . . . • . , Example 3. A Man is to Travel from London to a certain Place...in Ten Days, and to go but Two Miles the firft Day, encreafing every Days Journey by an equal Excefs ; To that the laft Days Journey may be Twenty Nine...

The Young Mathematician's Guide: Being a Plain and Easie Introduction to the ...

John Ward (of Chester.) - 1734 - 478 σελίδες
...The Second Payment. •. /. t, 1. s, I. s, . . .. Ana 17 . ii -{-5 . 1=22 . 12 The Third Payment, &. A Man is to Travel From London to a certain Place in Ten y'sj and to go but Two Miles the firft Day, encreafing every ays Journey by an equal Excefs ; fo that...

The Young Mathematician's Guide: Being a Plain and Easy Introduction to the ...

John Ward - 1747 - 492 σελίδες
...The fecond Payment. /. s. I. s. I. s. And 17 . n+5 • 1=22 . 12 The third Payment, &c. EXAMPLE 3A Man is to travel from London to a certain Place in...Journey by an equal Excefs ; fo that the laft Day's Journeymay be Twenty -nine Miles ; what will each Day's Journey be, _ and how many Miles is tbe Place...

The Tutor's Assistant Modernised: Or, A Regular System of Practical ...

Thomas Peacock - 1791 - 302 σελίδες
...increafe in Arithmetical progrcßian; what is the common difference of their ages ? Anf. 4 years. 3. A man is to travel from London to a certain place in 1 2 days, and to go but 3 miles the firft day, increafing every day by an equal excefs, fo that the...

Mathematics: Compiled from the Best Authors and Intended to be the ..., Τόμος 1

1801 - 446 σελίδες
...common difference, and the sum of the whole series. Ans. The difference is 2, and the sum is 99. 3. A man is to travel from London- to a certain place in 1 2 days, and to go but 3 miles the £rst day, increasing every day by an equal excess, so that tlie...

The Tutor's Assistant: Being a Compendium of Arithmetic and a Complete ...

Francis Walkingame - 1832 - 224 σελίδες
...common difference of their ages ? An*. 4> 33 — 1^:28, then '26-rS — 1 =i common iifference. 5. A man is to travel from London to a certain place in 13 days, and to go hut 3 miles the first day, increasing every day by an equal excess, so that the...

Taplin's improved edition of Walkingame's Tutor's assistant. To which is ...

Francis Walkingame - 1835 - 270 σελίδες
...eldest 32 ; if their ages increase progressively ; what is the common difference ? Ans. 4 years. (5) A man is to travel from London to a certain place in 12 days, and to go but 3 miles the first day, increasing every day by an equal excess, so that the...

The tutor's assistant

Francis Walkingame - 1855 - 186 σελίδες
...agee? Ans. 4. Here a = 4, I = 32, n = 8. 32 — 4 = 28 thеи 28 + (8 — 1) = 4 common difference. 5. A man is to travel from London to a certain place in 12 days, and to go but 3 miles the first day, increasing every day by an equal excess, во that the...

Walkingame's Arithmetic Simplified ...

Francis Walkinghame - 1859 - 200 σελίδες
...first yd. was 5s., the last 74s. — find the common difference of the price of each yd. Ans. 3. 9. A man is to travel from London to a certain place in 12 days, and go 3 miles the first day, increasing every day by an equal excess, so that the last day's...




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