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This Class 10 Mathematics topic applies Arithmetic Progressions (AP) to real-life word problems. Students learn to identify the first term, common difference, number of terms, and required sum from situations involving regular increases or decreases, such as savings, seating arrangements, wages, distances, and patterns. They practise translating statements into AP terms, selecting suitable formulas, solving step by step, and checking whether the answer fits the original context.
TOPIC PRACTICE
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Medium · Level 70 · ap,word-problem,book-donationView options
(11)
(12)
(13)
(14)
Medium · Level 70 · ap,word-problem,rowsView options
(14)
(15)
(16)
(18)
Medium · Level 70 · ap,word-problem,piggy-bankView options
(7)
(8)
(9)
(10)
Medium · Level 70 · ap,word-problem,batteryView options
(140)
(144)
(148)
(152)
Medium · Level 70 · ap,word-problem,tile-patternView options
(64)
(68)
(70)
(72)
Medium · Level 70 · ap,word-problem,bus-distanceView options
(8)
(10)
(12)
(15)
Medium · Level 70 · ap,word-problem,gymView options
(240)
(248)
(252)
(260)
Medium · Level 70 · ap,word-problem,farmingView options
(91)
(95)
(99)
(103)
Medium · Level 70 · ap,word-problem,taxiView options
(760)
(790)
(820)
(850)
Medium · Level 70 · ap,word-problem,cleanlinessView options
(112)
(119)
(126)
(133)
Medium · Level 70 · ap,word-problem,profitView options
(100000)
(102000)
(104000)
(106000)
Medium · Level 70 · ap,word-problem,arrangementView options
(10)
(11)
(12)
(13)
Medium · Level 70 · ap,word-problem,machineView options
(750)
(765)
(775)
(800)
Medium · Level 70 · ap,word-problem,readingView options
(95)
(100)
(105)
(110)
Medium · Level 70 · ap,word-problem,decorationView options
(360)
(380)
(400)
(420)
Medium · Level 70 · ap,word-problem,installmentView options
(500)
(600)
(700)
(800)
Medium · Level 70 · ap,word-problem,constructionView options
(260)
(270)
(280)
(290)
Medium · Level 70 · ap,word-problem,rationView options
(336)
(342)
(348)
(354)
Medium · Level 70 · ap,word-problem,salesView options
(180)
(210)
(240)
(270)
Medium · Level 70 · ap,word-problem,contactsView options
(96)
(99)
(102)
(103)
Question 1MediumLevel 70
In a book donation drive (12) books are received on the first day and (6) more books are received each next day. On which day will (72) books be received?
Correct answer: A
From (12+(n-1)6=72), (n=11). Exam tip: set (a_n) equal to the given number to find the required day.
A battery gains (7) percent charge in the first hour and (3) percent more charge each next hour. What is the total percentage charge gained in (8) hours?
Correct answer: A
The charge increases are (7,10,13,\ldots) and (S_8=140). Exam tip: percentage increases can also be used as AP terms.
In a chair arrangement the first row has (9) chairs and each next row has (3) more chairs. If there are (306) chairs in total then how many rows are there?
Correct answer: C
Putting (S_n=306) in the sum formula gives (n=12). Exam tip: you can also check options in the sum formula.
In an instalment plan the first instalment is (2000) rupees and the total of (6) instalments is (21000) rupees. If each instalment increases by an equal amount then what is the increase?
Correct answer: B
Using (S_6=21000) and (a=2000) gives (d=600). Exam tip: equal increase in instalments is the common difference.
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