Question

6) (a + 34) - 1 - 4 :21 - (S + b) - 18(C-2) + 51 - 733% + (8 - d) - 6​

Answer 1

Ответ:

(а+34)-1-4

а+34-1-4

а+29

21-(s+b)-18

21-s-b-18

3-s-b

(c-2)+51-73

c-2+51-73

c-24

3%+(8-d)-6

3/100+8-d-6

3/100+2-d

203/100-d

Answer 2

Let's simplify the expression step by step:

1. Start with the expression:

   (a + 34) - 1 - 4 : 21 - (S + b) - 18(C - 2) + 51 - 733% + (8 - d) - 6

2. Deal with the division (':') operation first:

   (a + 34) - 1 - (4 / 21) - (S + b) - 18(C - 2) + 51 - 733% + (8 - d) - 6

3. Now, deal with the modulo operation ('%') which finds the remainder when divided by 100:

   (a + 34) - 1 - (4 / 21) - (S + b) - 18(C - 2) + 51 - (733 % 100) + (8 - d) - 6

   (a + 34) - 1 - (4 / 21) - (S + b) - 18(C - 2) + 51 - 33 + (8 - d) - 6

4. Perform the subtraction and addition operations:

   (a + 34 - 1 - (4 / 21) - S - b - 18C + 36) + (51 - 33 + 8 - d - 6)

5. Continue simplifying:

   a + 33 - (4 / 21) - S - b - 18C + 36 + 20 - d

6. Now, combine like terms:

   a - S - b - 18C + 89 - (4 / 21) - d

So, the simplified expression is:

a - S - b - 18C + 89 - (4 / 21) - d