Ex 8.3, 4 - Simplify 3x (4x – 5) + 3 and find its values for (i) x = 3 - Ex 8.3

part 2 - Ex 8.3, 4 (a) - Ex 8.3 - Serial order wise - Chapter 8 Class 8 Algebraic Expressions and Identities

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Ex 8.3, 4 (a) (a) Simplify 3x (4x – 5) + 3 and find its values for (i) x = 3 (ii) x = 1/23š‘„ (4š‘„āˆ’5)+3 = (3š‘„Ć—4š‘„)āˆ’(3š‘„Ć—5)+3 = šŸšŸš’™^šŸāˆ’šŸšŸ“š’™+šŸ‘ (i) For š’™=šŸ‘ Putting š‘„=3 in expression 12š‘„^2āˆ’15š‘„+3 = 12(3)^2āˆ’15(3)+3 = (šŸšŸ Ɨ šŸ—)āˆ’(šŸšŸ“ Ɨ šŸ‘) +šŸ‘ = 108āˆ’45 +3 = 108āˆ’42 = šŸ”šŸ” (ii) For š’™=šŸ/šŸ Putting š‘„=1/2 in expression 12š‘„^2āˆ’15š‘„+3 = 12(1/2)^2āˆ’15(1/2)+3 = šŸšŸ(šŸ/šŸĆ—šŸ/šŸ)āˆ’ šŸšŸ“/šŸ +šŸ‘ = 12Ɨ(1/4)āˆ’15/2+3 = šŸ‘āˆ’šŸšŸ“/šŸ+šŸ‘ = 6āˆ’15/2 = (6 Ɨ 2 āˆ’ 15)/2 = (12 āˆ’ 15)/2 = (āˆ’šŸ‘)/šŸ

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