Question

1,3аbc²×2а⁷b⁶c (ОТВЕТИТЬ СРОЧНОООО)​

Answer 1

Ответ:

Ответ внизу)

Объяснение:

$1.3abc^{2} *2a^{7} b^{6} c=2.6a^{8}b^{7} c^{3}$

Мы здесь просто умножаем каждый член.

Answer 2

The expression you provided is a mathematical expression that involves variables and exponents. Let's break it down step by step:

1. The expression is: 1,3abc² × 2a⁷b⁶c

To simplify this expression, we can combine like terms and apply the rules of exponents.

2. Multiplication: 1,3abc² × 2a⁷b⁶c

When multiplying terms with the same base, we add the exponents. In this case, we have "abc²" and "2a⁷b⁶c". Multiplying these terms gives us:

(1,3 × 2) × (a × a⁷) × (b × b⁶) × (c × c)

3. Simplifying the exponents: (1,3 × 2) × (a × a⁷) × (b × b⁶) × (c × c)

The exponents can be simplified by adding them together. Let's simplify each term:

- For the "a" terms: a × a⁷ = a⁸ - For the "b" terms: b × b⁶ = b⁷ - For the "c" terms: c × c = c²

After simplifying the exponents, we have:

(1,3 × 2) × a⁸ × b⁷ × c²

4. Multiplying the coefficients: (1,3 × 2) × a⁸ × b⁷ × c²

Now, let's multiply the coefficients:

1,3 × 2 = 2,6

After multiplying the coefficients, we have:

2,6 × a⁸ × b⁷ × c²

5. Final Answer: 2,6a⁸b⁷c²

So, the simplified form of the expression 1,3abc² × 2a⁷b⁶c is 2,6a⁸b⁷c².

Please let me know if you have any further questions!