Question

2/3x3+3.2-sin4xcos2c блок схема​

Answer 1

Ответ:

Смотреть во вложении

Answer 2

Creating a block diagram for the given mathematical expression involves breaking down the expression into smaller steps and representing them using standard block diagram symbols. Here's a simple block diagram for the given expression:

1. Step 1: Multiply 2/3 and 3

   • Operation: Multiplication (×)
   • Input: 2/3, 3
   • Output: Result of 2/3 × 3

2. Step 2: Add 3.2 to the result of Step 1

   • Operation: Addition (+)
   • Input: Result from Step 1, 3.2
   • Output: Result of (2/3 × 3) + 3.2

3. Step 3: Calculate sin(4x)

   • Operation: Sine function (sin)
   • Input: 4x (where x is a variable)
   • Output: sin(4x)

4. Step 4: Calculate cos(2c)

   • Operation: Cosine function (cos)
   • Input: 2c (where c is a variable)
   • Output: cos(2c)

5. Step 5: Multiply the results of Step 3 and Step 4

   • Operation: Multiplication (×)
   • Input: Result from Step 3, Result from Step 4
   • Output: Result of sin(4x) × cos(2c)

6. Step 6: Subtract the result of Step 5 from the result of Step 2

   • Operation: Subtraction (-)
   • Input: Result from Step 2, Result from Step 5
   • Output: Result of [(2/3 × 3) + 3.2] - (sin(4x) × cos(2c))

Each step represents a separate operation or calculation to be performed in the given order to obtain the final result of the expression.