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oe, ase * written, nen be writ, Covered fp oygeadth), ae (sq units) i *, ( Patlysfitled squares! s, Gi) Half-filled squares 5, ii) More than Fy, half-ftled squares 7, Gv) Less than : %, half-filled squares wei, ‘Total area = 1 + 7 = 8 sq units. " easures of, e recta, of the rec!, Find their, : yer hem on ag, 1. Find the areas ofthe following figures by counting square: Co pgtner on ae, counting, a w, (@), () ©) @), (e) isavare, } gat do WE infer, | wefind,, tar, = : {rea of a rec!, " i # eo ra Without using th, ofarectangle W, a. dem?, 0 6) 0 Yes, it is possib), © >< | What do we inf, , We find that,, Area of the, , 032 Area c, Letus now cor, (Fig 10.14)., will be i, If we pla, Piper, then wi, Itcovers, Stare = 16, , , , , , , , , , , , , , , , 10.3.1 Area of a rectangle, With the help of the squared paper, can we i, : 5 tell, what will be, whose length is 5 cm and breadth is 3 cm? a, , Draw the rectangle on a Z, graph paper hay, (Fig 10.13). The rectangle covers 1S sau Pp : sh oe x Lom