Question

Составить блок-схему: 1)y=x^3+1,3x^2 2)y система 0, если X<0-1, если X>0

Answer 1

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Answer 2

Block Diagram for the Equation y = x^3 + 1.3x^2 + 2

To create a block diagram for the equation y = x^3 + 1.3x^2 + 2, we need to break down the equation into its individual components and represent them visually. Here's how we can do it:

1. Start with the input value x. 2. Square the value of x and multiply it by x again to get x^3. 3. Multiply the original value of x by 1.3 and square it to get 1.3x^2. 4. Add the results from steps 2 and 3 together to get the final equation y = x^3 + 1.3x^2 + 2.

Here is the block diagram representation of the equation:

    +-----+
    |  x  |
    +-----+
      |
      v
    +-----+
    | x^2 |
    +-----+
      |
      v
    +-----+
    | x^3 |
    +-----+
      |
      v
    +-------+
    | 1.3x^2|
    +-------+
      |
      v
    +-------+
    |y = x^3|
    |+ 1.3x^2|
    |   + 2  |
    +-------+

System for y = 0, if x < 0; y = -1, if x > 0

To represent the system where y = 0 if x < 0 and y = -1 if x > 0, we can use conditional statements. Here's how we can do it:

1. Check if the value of x is less than 0. 2. If x < 0, set y = 0. 3. If x > 0, set y = -1.

Here is the block diagram representation of the system:

    +-----+
    |  x  |
    +-----+
      |
      v
    +-------+
    | x < 0 |
    +-------+
      |
      v
    +-----+
    | y=0 |
    +-----+
      |
      v
    +-------+
    | x > 0 |
    +-------+
      |
      v
    +------+
    | y=-1 |
    +------+

This block diagram represents the system where y = 0 if x < 0 and y = -1 if x > 0.