Question

Сравни с•8 с+с+с+с+с+с. K•4-k k•3 n•28 27•n. d•36 36•d.

Answer 1

С*8>c+c+c+c+c+c
k*4-k=k*3
n*28>27*n
d*36=36*d

Answer 2

To compare the given expressions, we need to simplify them:

1. с•8: This means с multiplied by 8. Without knowing the value of с, we can't simplify this expression any further.

2. с+с+с+с+с+с: This expression is equivalent to 6 times с (since there are six с terms being added). So, с+с+с+с+с+с simplifies to 6•с.

3. K•4-k: Without knowing the values of K and k, we can't simplify this expression any further.

4. k•3: This means k multiplied by 3. Without knowing the value of k, we can't simplify this expression any further.

5. n•28: This means n multiplied by 28. Without knowing the value of n, we can't simplify this expression any further.

6. 27•n: This means 27 multiplied by n. Without knowing the value of n, we can't simplify this expression any further.

7. d•36: This means d multiplied by 36. Without knowing the value of d, we can't simplify this expression any further.

8. 36•d: This means 36 multiplied by d. Without knowing the value of d, we can't simplify this expression any further.

Since we don't have the specific values of с, K, k, n, and d, we can't make direct comparisons or simplifications between the expressions. To proceed further, we need to know the numerical values of the variables involved.