Question

(0,1m⁴*n³-k⁵) (0,1m⁴*n³+k⁵)​

Answer 1

Ответ:

Дано множество чисел А: А = {2,5; – 3; 7; 0; –1,8 ; –4; ; 2}

Выделите из множества А подмножества: В – натуральных чисел, С – целых чисел и D – рациональных чисел. Постройте диаграмму Эйлера Венна для множеств В, С и D и отметьте на ней элементы множества А.

Answer 2

It seems like you have an expression with variables and exponents, but it's not clear what you want to do with this expression. Are you looking to simplify it, expand it, or perform some specific operation on it?

The expression you've provided is:

(0,1m⁴n³-k⁵) (0,1m⁴n³+k⁵)

If you want to multiply these two expressions together, you can use the distributive property of multiplication:

(0,1m⁴n³-k⁵) (0,1m⁴n³+k⁵) = 0,1m⁸*n⁶ - k¹⁰

So, the product of the two expressions is 0,1m⁸*n⁶ - k¹⁰. If you have a different question or need further clarification, please let me know.