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Express each of the following statements in algebraic form : (i) The sum of 8 and x is equal to y.(ii) x decreased by 5 is equal to y.(iii) The sum of 2 and x is greater than y.(iv) The sum of x and y is less than 24.(v) 15 multiplied by m gives 3n.(vi) Product of 8 and y is equal to 3x.(vii) 30 divided by b is equal to p.(viii) z decreased by 3x is equal to y.(ix) 12 times of x is equal to 5z.(x) 12 times of x is greater than 5z.(xi) 12 times of x is less than 5z.(xii) 3z subtracted from 45 is equal to y.(xiii) 8x divided by y is equal to 2z.(xiv) 7y subtracted from 5x gives 8z.(xv) 7y decreased by 5x gives 8z. |
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Answer» (i) 8 + x = y (ii) x - 5 = y (iii) 2 + x > y (iv) x + y < 24 (v) 15 x m = 3n (vi) 8 x y = 3x (vii) 30 ÷ b = p (viii) z - 3x = y (ix) 12 x X = 5z (x) 12 x X > 5z (xi) 12 x X < 5z (xii) 45 - 3z = y (xiii) 8x ÷ y = 2z (xiv) 5x - 7y = 8z (xv) 7y - 5x = 8z |
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