Example 13 - Using Identity (III), find (i) (3/2 m + 2/3n) (ii) 983^2

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Example 13 Using Identity (III), find (i) (3/2 š‘š+2/3 š‘›)(3/2 š‘šāˆ’2/3 š‘›) (3/2 š‘š+2/3 š‘›)(3/2 š‘šāˆ’2/3 š‘›) (š‘Ž+š‘)(š‘Žāˆ’š‘)=š‘Ž^2āˆ’š‘^2 Putting š‘Ž = 3/2 š‘š & š‘ = 2/3 š‘› = (3/2 š‘š)^2āˆ’(2/3 š‘›)^2 = (3/2)^2Ć—š‘š^2āˆ’(2/3)^2Ć—š‘›^2 = šŸ—/šŸ’ š’Ž^šŸāˆ’šŸ’/šŸ— š’^šŸ

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