Which equation represents a line that is positive in domain for each value of x.
Which equation represents a line that is positive in domain for each value of x.
Given the function is negative in the domain \( 4 > x \)
Find the equation of the line given that it passes through the point \( (5,9) \)
Choose the equation that represents a straight line that is positive in the domain \( 8 > x \)
and passes through the point \( (0,9) \).
Choose the equation that represents a line with a negative domain of \( 0 < x \).
Given a function that is positive from the beginning of the axes. Plus the point (7,9) on the graph of the function. Find the equation for the function.
Which equation represents a line that is positive in domain for each value of x.
To find out if the equation intersects the x-axis, we need to substitute y=0 in each equation.
If the function has a solution where y=0 then the equation has an intersection point and is not the correct answer.
Let's start with the first equation:
y = 3x+8
We will substitute as instructed:
0 = 3x+8
3x = -8
x = -8/3
Although the result here is not a "nice" number, we see that we are able to arrive at a result and therefore this answer is rejected.
Let's move on to the second equation:
y = 300x+50
Here too we will substitute:
0 = 300x + 50
-50 = 300x
-50/300 = x
-1/6 = x
In this exercise too we managed to arrive at a result and therefore the answer is rejected.
Let's move on to answer C:
y = 3
We will substitute:
0 = 3
We see that here an impossible result is obtained because 0 can never be equal to 3.
Therefore, we understand that the equation in answer C is the one that does not intersect the x-axis, and is in fact positive all the time.
Therefore answer D is also rejected, and only answer C is correct.
Given the function is negative in the domain 4 > x
Find the equation of the line given that it passes through the point
Choose the equation that represents a straight line that is positive in the domain 8 > x
and passes through the point .
Choose the equation that represents a line with a negative domain of 0 < x .
Given a function that is positive from the beginning of the axes. Plus the point (7,9) on the graph of the function. Find the equation for the function.
Which function is positive in the domain below?
\( -7 > x \)
A line is negative in the domain
\( x < -2 \).
Which equation represents the line?
The following is a function that is positive in domain:
\( 3 < x \)
Choose the equation that describes it given that the absolute value of the slope is 2.
Choose the functions that fit the following description:
The function is positive in the domain \( 2 < x \).
a. \( y=3x+4 \)
b. \( y=2x-4 \)
c. \( y=-2x+4 \)
d. \( y=2 \)
e. \( y=4x-8 \)
f. \( y=5x-14 \)
Given a function that is negative in the domain \( 4 < x \) only.
Moreover, its point of intersection with the y axis is \( (0,-12) \)
Find the equation daxis iscribing the line.
Which function is positive in the domain below?
-7 > x
A line is negative in the domain
x < -2 .
Which equation represents the line?
All answers are correct.
The following is a function that is positive in domain:
3 < x
Choose the equation that describes it given that the absolute value of the slope is 2.
Choose the functions that fit the following description:
The function is positive in the domain 2 < x .
a.
b.
c.
d.
e.
f.
a, b, d, e
Given a function that is negative in the domain 4 < x only.
Moreover, its point of intersection with the y axis is
Find the equation daxis iscribing the line.
No solution