The journey starts with a fixed cost of 100 rupees. The cost increases by 60 rupees for every kilometre travelled. For distances from 0 to 10 km, the costs form a linear growth pattern with constant increase.
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The volume of a rectangular box is length multiplied by breadth multiplied by height. The volumes are 385 cubic cm, 693 cubic cm and 1001 cubic cm respectively. The linear pattern representing the volume is 77h.
Sarita reads 20 pages daily from a 500-page book. In 15 days, she reads 300 pages. Therefore, 200 pages are left. The linear pattern representing remaining pages after n days is 500 minus 20n.
The area of a rectangle is length multiplied by breadth. For breadths 12 cm, 10 cm and 8 cm, the areas are 156 square cm, 130 square cm and 104 square cm respectively. The linear pattern is 13b.
The rally begins with 120 members. Every hour, 9 members leave the group. Therefore, after n hours, the number of remaining members is represented by the expression 120 minus 9n. This shows a linear decay pattern.