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![math - 1 (+0) = 0+0 + 200 2 ( b) n + 03 ab 30 _ b (+ b)( _ b) 4. a" + b" = (a + b)? = Zab 5 0 + b = (0 = b) + Zab 6 (+0)3 = 01 + 300 + 300 +07 7 (40)1 = 01 = 300 * 3001 = 07 80 + b (+ b)(' = nb + b3) or (+ b) - 3qb)( + b) 9 0 = b = ( = b)(' + nb + b)or(' 0)1 + 300(0 = 0) 2(0' + b) @+ b) + ( _ b)2 10 (a + b)? = (a = b)T 4ab 11_ a" +b" = (a + b)(a = b)[(a + b)a Zabl 12, ( b)2 (0+0)7 13. Aab ( + b) = (~0)*+400 14. [(+0) 0 0 2nb]2 2(00)7 15 (0+0+0) = 0+0+c+ 200 + 20c + 2c0 16 (০ + b c)' = ০" + b" + c" + Zab 17.. Zbc 'ca (_ b _ c: = 0 + b* + c3 200 + 20C Zca 18 3nbc = (+ b + c( + b + c3 01 + 01 + 03 ab 0C 19. 00 गाणिता सूत्र 1 (+0) = 0+0 + 200 2 ( b) n + 03 ab 30 _ b (+ b)( _ b) 4. a" + b" = (a + b)? = Zab 5 0 + b = (0 = b) + Zab 6 (+0)3 = 01 + 300 + 300 +07 7 (40)1 = 01 = 300 * 3001 = 07 80 + b (+ b)(' = nb + b3) or (+ b) - 3qb)( + b) 9 0 = b = ( = b)(' + nb + b)or(' 0)1 + 300(0 = 0) 2(0' + b) @+ b) + ( _ b)2 10 (a + b)? = (a = b)T 4ab 11_ a" +b" = (a + b)(a = b)[(a + b)a Zabl 12, ( b)2 (0+0)7 13. Aab ( + b) = (~0)*+400 14. [(+0) 0 0 2nb]2 2(00)7 15 (0+0+0) = 0+0+c+ 200 + 20c + 2c0 16 (০ + b c)' = ০" + b" + c" + Zab 17.. Zbc 'ca (_ b _ c: = 0 + b* + c3 200 + 20C Zca 18 3nbc = (+ b + c( + b + c3 01 + 01 + 03 ab 0C 19. 00 गाणिता सूत्र - ShareChat](https://cdn4.sharechat.com/bd5223f_s1w/compressed_gm_40_img_721711_1db589b3_1751368720587_sc.jpg?tenant=sc&referrer=pwa-sharechat-service&f=587_sc.jpg "math - 1 (+0) = 0+0 + 200 2 ( b) n + 03 ab 30 _ b (+ b)( _ b) 4. a\" + b\" = (a + b)? = Zab 5 0 + b = (0 = b) + Zab 6 (+0)3 = 01 + 300 + 300 +07 7 (40)1 = 01 = 300 * 3001 = 07 80 + b (+ b)(' = nb + b3) or (+ b) - 3qb)( + b) 9 0 = b = ( = b)(' + nb + b)or(' 0)1 + 300(0 = 0) 2(0' + b) @+ b) + ( _ b)2 10 (a + b)? = (a = b)T 4ab 11_ a\" +b\" = (a + b)(a = b)[(a + b)a Zabl 12, ( b)2 (0+0)7 13. Aab ( + b) = (~0)*+400 14. [(+0) 0 0 2nb]2 2(00)7 15 (0+0+0) = 0+0+c+ 200 + 20c + 2c0 16 (০ + b c)' = ০\" + b\" + c\" + Zab 17.. Zbc 'ca (_ b _ c: = 0 + b* + c3 200 + 20C Zca 18 3nbc = (+ b + c( + b + c3 01 + 01 + 03 ab 0C 19. 00 गाणिता सूत्र 1 (+0) = 0+0 + 200 2 ( b) n + 03 ab 30 _ b (+ b)( _ b) 4. a\" + b\" = (a + b)? = Zab 5 0 + b = (0 = b) + Zab 6 (+0)3 = 01 + 300 + 300 +07 7 (40)1 = 01 = 300 * 3001 = 07 80 + b (+ b)(' = nb + b3) or (+ b) - 3qb)( + b) 9 0 = b = ( = b)(' + nb + b)or(' 0)1 + 300(0 = 0) 2(0' + b) @+ b) + ( _ b)2 10 (a + b)? = (a = b)T 4ab 11_ a\" +b\" = (a + b)(a = b)[(a + b)a Zabl 12, ( b)2 (0+0)7 13. Aab ( + b) = (~0)*+400 14. [(+0) 0 0 2nb]2 2(00)7 15 (0+0+0) = 0+0+c+ 200 + 20c + 2c0 16 (০ + b c)' = ০\" + b\" + c\" + Zab 17.. Zbc 'ca (_ b _ c: = 0 + b* + c3 200 + 20C Zca 18 3nbc = (+ b + c( + b + c3 01 + 01 + 03 ab 0C 19. 00 गाणिता सूत्र - ShareChat")