What is this equal to
3(2-4x)+4x>17

Answers

Answer 1

Answer: 3(2-4x)+4x>17
Opening the brackets;
6-12x+4x>17
-8x+6>17
-8x>17-6
-8x>11
x< $(-11)/(8)$

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If f(x) = x+3/4 , what is the equation for f–1(x)?

Answers

=(x+3/4)-1 I think...makes sense doesn't it? If y=3 then y-1=3-1 Same goes for y=-3

Name 2 linear expressions whose difference is 5x-4

Answers

For this case we can write the following linear expressions:

We now subtract both linear expressions:

From here, we must subtract similar terms.

We have then:

Rewriting we have:

That is, we obtain the desired result.

Answer:

2 linear expressions whose difference is 5x-4 is:

Which equation represents the line that passes through the point (3,4) and is parallel to the x-axis?x = 4
x = 3
y = 4
y = 3

Answers

paralell to x axis means x=something

it is first 2 choices

(x,y)
(3,4)
has to pass through x=3

answer is x=3 (2nd option)

Identify a horizontal or vertical stretch or compression of the function by observing the equation of the function .

Answers

Bdbxbcjncnxndnsnns Identify a horizontal or vertical stretch or compression of the function by observing the equation of the function .hdbdbebqb

Which statement is true about the point (−1, −2)(−1, −2) ?The x-coordinate is −1−1 , the y-coordinate is −2−2 , and the point lies in the third quadrant.

The y-coordinate is −1−1 , the x-coordinate is −2−2 , and the point lies in the third quadrant.

The y-coordinate is −1−1 , the x-coordinate is −2−2 , and the point lies in the fourth quadrant.

The x-coordinate is −1−1 , the y-coordinate is −2−2 , and the point lies in the fourth quadrant.

Answers

Answer:

The statement is true about the point (-1,-2) is the x-coordinate is −1 , the y-coordinate is −2 , and the point lies in the third quadrant.

Step-by-step explanation:

As the point given be (-1,-2) .

As the points always in the form (x,y) .

Thus in points (-1,-2) x-coordinate is -1 and y- coordinate is -2 .

As shown in the graph below the point (-1,-2) is lies in the third quardant .

The x-coordinate is −1−1 , the y-coordinate is −2−2 , and the point lies in the third quadrant.

a plane intersect a prism to form a cross section that is a polygon with five sides. what is the minimum number of sides thst the polygon at the base of the prism must have? a3 b4 c5 d6 e7