Question

Задание 3. Упрости выражения 517b+36b+6b=445p+28p+9p=ДАЮ 20 БАЛОВ​

Answer 1

Ответ:

517b + 36b + 6b = 559b

445p + 28p + 9p= 482p

Пошаговое объяснение:

Для упрощения выражений, можно объединить подобные слагаемые, то есть слагаемые с одинаковыми переменными и степенями.

1. 517b + 36b + 6b = 559b

Для этого сложим коэффициенты при переменной b:

517b + 36b + 6b = (517 + 36 + 6)b = 559b

2. 445p + 28p + 9p= 482p

Аналогично, сложим коэффициенты при переменной p:

445p + 28p + 9p = (445 + 28 + 9)p = 482p

Answer 2

517b+36b+6b=559
445p+28p+9p =482

Answer 3

To simplify the expression 517b + 36b + 6b = 445p + 28p + 9p, we can combine like terms on both sides of the equation.

On the left side, we have 517b + 36b + 6b. Since all the terms have the variable b, we can combine them by adding their coefficients. The coefficients are 517, 36, and 6. Adding them together gives us 559b.

On the right side, we have 445p + 28p + 9p. Similar to the left side, we can combine the terms by adding their coefficients. The coefficients are 445, 28, and 9. Adding them together gives us 482p.

Therefore, the simplified expression is 559b = 482p.

Please note that the equation you provided does not have a solution for specific values of b and p. It is simply an expression that has been simplified.