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Kaplunl
@Kaplunl
July 2022
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28a^2*10(a^2+5a-1)/7-a^3+5a^2-a/0,1+2a^4+10a^3-2a^2
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Мпрмггнпшоиол
28a² · 10(a² + 5a - 1)/7 - a³ + 5a² - a/0,1 + 2a⁴ + 10a³ - 2a² = 28a² · (10a² + 50a - 10) /7 - a³ + 10a³ + 5a² - 2a² + 2a⁴ + a/0,1 = (280a⁴ + 1400a³ - 280a²)/7 + 9a³/1 + 3a²/1 + 2a⁴/1 + a/0,1 = 0,1(280a⁴ + 1400a³ - 280a²)/(7 · 0,1) + (9a³ · 0,7)/0,7 + (3a² · 0,7)/ /0,7 + (2a⁴ · 0,7)/0,7 + (a · 7)/(0,1 · 7) = (0,1(280a⁴ + 1400a³ - 280a²) + (9a³ · 0,7) + + (3a² · 0,7) + (2a⁴ · 0,7) + (a · 7))/0,7 = (28a⁴ + 140a³ - 28a² + 6,3a³ + 2,1a² + 1,4a⁴+ + 7a)/0,7 = (28a⁴ + 1,4a⁴ + 140a³ + 6,3a³ - 28a² + 2,1a² + 7a)/0,7 = (29,4a⁴ +
+ 146,3a³ - 25,9a² + 7a)/0,7 = 7(4,2a⁴ + 20,9a³ - 3,7a² + a)/0,7 =(4,2a⁴ + 20,9a³ -
- 3,7a² + a)/0,1 = 0,1(42a⁴ + 209a³ - 37a² + 10a)/0,1 = 42a⁴ + 209a³ - 37a² + 10a
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Answers & Comments
+ 146,3a³ - 25,9a² + 7a)/0,7 = 7(4,2a⁴ + 20,9a³ - 3,7a² + a)/0,7 =(4,2a⁴ + 20,9a³ -
- 3,7a² + a)/0,1 = 0,1(42a⁴ + 209a³ - 37a² + 10a)/0,1 = 42a⁴ + 209a³ - 37a² + 10a