Question

(6x3−0,5y2)⋅(6x3+0,5y2)​

Answer 1

Это формула сокращённого умножения

36x^6-0,25x^4

Будет как-то так, если ты правильно условие записал

Answer 2

To multiply the expressions (6x^3 - 0.5y^2) and (6x^3 + 0.5y^2), you can use the distributive property (FOIL method), which stands for First, Outer, Inner, Last. This method is commonly used for multiplying two binomials. Here's how you can do it:

(6x^3 - 0.5y^2) * (6x^3 + 0.5y^2)

1. First, multiply the "First" terms: (6x^3) * (6x^3) = 36x^6

2. Then, multiply the "Outer" terms: (6x^3) * (0.5y^2) = 3x^3y^2

3. Next, multiply the "Inner" terms: (-0.5y^2) * (6x^3) = -3x^3y^2

4. Finally, multiply the "Last" terms: (-0.5y^2) * (0.5y^2) = -0.25y^4

Now, combine these results:

36x^6 + 3x^3y^2 - 3x^3y^2 - 0.25y^4

Notice that the middle terms (3x^3y^2 and -3x^3y^2) cancel each other out, leaving you with:

36x^6 - 0.25y^4

So, the product of (6x^3 - 0.5y^2) and (6x^3 + 0.5y^2) is 36x^6 - 0.25y^4.