# If a and b vary inversely to each other, then find the values of p, q, r: x, y, z and l, m, n.(i) (ii) (iii) If a and b vary inversely to each other.

i.e. ab = k(constant)

For table (a), If a = 6 and b = 18

Then, a k = 108

When a = 8 and b = p, then

ab = k

8×p = 108 When a = q and b = 39, then

ab = k

q× 39 = 108 When a = 25 and b = r, then

ab = k

25 × r = 108 For table (b), If a = 6 and b = 15

Then, a k = 90

When a = 2 and b = x, then

ab = k

2× x = 90 When a = y and b = 12.5, then

ab = k

y× 12.5 = 90 When a = 10 and b = z then

ab = k

10 × z = 90 For table (c), If a = 6 and b = 1

Then, a k = 60

When a = l and b = 5, then

ab = k

l×5 = 60 When a = 9 and b = m, then

ab = k

9× m = 60 When a = n and b = 25, then

ab = k

n × 25 = 60 Rate this question :

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