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For each of the following expression, explain whether the expression
is a sentence or not. If the expression is a sentence, please show at least three models of
the sentence.
1. 3x+2 ≥ {}
2. x-y=1
3. 2x+y > 0
4. x4y+=

Sagot :

For given expressions:

1. 3x+2 ≥ {}

This is not a sentence.

2. x-y=1

This is an open sentence.

3. 2x+y > 0

This is an open sentence.

4. x4y+=

This is not a sentence.

In this question, we have been given some expressions.

We need to check which expression is a sentence.

We know that a mathematical sentence makes a statement about two expressions. The two expressions wither use variables, numbers or combination of both.

1.  3x+2 ≥ {}

this is not a sentence. Because when we use comparision than we must have two value to compare.

2. x-y=1

We know that an open sentence containing the sign ‘=‘

So, above expression is a sentence.

For x = 3 and y = 2,

x - y = 3 - 2

       = 1

For x = 9 and y = 8,

x - y = 9 - 8

       = 1

3. 2x+y > 0

This is an open sentence, as it is not known whether or not the sentence is true or false

4. x4y+=

This is not a sentence.

Therefore, for given expressions:

1. 3x+2 ≥ {}

This is not a sentence.

2. x-y=1

This is a sentence.

3. 2x+y > 0

This is a sentence.

4. x4y+=

This is not a sentence.

Learn more about an expression here:

https://brainly.com/question/1859113

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