Question

Which statements about g are true

Answer 1

Step-by-step explanation:

Considering the function

$g\left(x\right)=x$

Checking the statement A)

As

$g\left(x\right)=x$

Putting x = -5.7 in the function

$g\left(-5.7\right)=-5.7$

Rounded to the nearest 1 or  the Ones Place.

$g\left(-5.7\right)=-6$

But, original statement is $g\left(-5.7\right)=-5$.

So, the original statement is NOT TRUE.

Checking the statement B)

As

$g\left(x\right)=x$

Putting x = -2.3 in the function

$g(-2.3) = -2.3$

Rounded to the nearest 1 or  the Ones Place.

$g(-2.3)=-2$

As original statement is also  $g(-2.3)=-2$.

So, the original statement is TRUE.

Checking the statement C)

As

$g\left(x\right)=x$

Putting x = -0.6 in the function

$g(-0.6) = -0.6$

Rounded to the nearest 1 or  the Ones Place.

$g(-0.6) = -1$

As original statement is also $g(-0.6) = -1$  .

So, the original statement is TRUE.

Checking the statement D)

As

$g\left(x\right)=x$

Putting x = 4.1 in the function

$g\left(4.1\right)=4.1$

Rounded to the nearest 1 or  the Ones Place.

$g\left(4.1\right)=4$

But, original statement is $g\left(4.1\right)=5$.

So, the original statement is NOT TRUE.

Checking the statement E)

As

$g\left(x\right)=x$

Putting x = 7.5 in the function

$g\left(7.5\right)=7.5$

Rounded to the nearest 1 or  the Ones Place.

$g\left(7.5\right)=8$

But, original statement is $g\left(7.5\right)=7$

So, the original statement is NOT TRUE.

Keywords: function, Rounded to the nearest 1 or

the Ones Place

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