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    				| 1. | If n varies directly as m, complete the following table.m356.5...1.25n1220...28... | ||||||||||||
| Answer» Given, n varies directly as m ∴ n ∝ m ∴ n = km …(i) where, k is the constant of variation i. When m = 3, n = 12 ∴ Substituting m = 3 and n = 12 in (i), we get n = km ∴ 12 = k × 3 ∴ k = 12/3 ∴ k = 4 Substituting, k = 4 in (i), we get n = km ∴ n = 4m …(ii) This is the equation of variation. ii. When m = 6.5, n = ? ∴ Substituting, m = 6.5 in (ii), we get n = 4m ∴ n = 4 × 6.5 ∴ n = 26 iii. When n = 28, m = ? ∴ Substituting, n = 28 in (ii), we get n = 4m ∴ 28 = 4m ∴ m = 28/4 m = 7 iv. When m = 1.25, n = ? ∴ Substituting m = 1.25 in (ii), we get n = 4m ∴ n = 4 × 1.25 ∴ n = 5 
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