Question
Solve each inequality and graph the solution :
2(3x-1)<16
Hint:
Linear inequalities are expressions where any two values are compared by the inequality symbols<,>,≤&≥ .
We are asked to solve the inequality and graph it.
The correct answer is: x<3
Step 1 of 2:
Rearrange and solve the inequality;
Step 2 of 2:
Graph the solution of the inequality;
When we have an inequality with the symbols< or >, we use dotted lines to graph them. This is because we do not include the end point of the inequality.
Related Questions to study
What solution do you obtain for the system of equations by graphing ? What is the exact solution ?
Y= 5X-4
Y= -6X+14
What solution do you obtain for the system of equations by graphing ? What is the exact solution ?
Y= 5X-4
Y= -6X+14
Solve each inequality and graph the solution :
-2(1-3x)>16
Solve each inequality and graph the solution :
-2(1-3x)>16
What is the solution of the system of equations ?
Y= 2x-3
Y=-5x+6
What is the solution of the system of equations ?
Y= 2x-3
Y=-5x+6
Solve each inequality and graph the solution :
2(1-3x)<20
Solve each inequality and graph the solution :
2(1-3x)<20
Monisha and Holly have 14 more days to finish reading the same novel for class. Monisha plans to read 9 pages each day. While holly plans to read 20 pages each day . Assuming holly and monisha both maintain their reading plan. When will holly catch up with Monisha ?Who will finish reading the novel first ?
Monisha and Holly have 14 more days to finish reading the same novel for class. Monisha plans to read 9 pages each day. While holly plans to read 20 pages each day . Assuming holly and monisha both maintain their reading plan. When will holly catch up with Monisha ?Who will finish reading the novel first ?
Use a graph to solve each system of equations
3X+2Y=9
3-X= 2y/3
Use a graph to solve each system of equations
3X+2Y=9
3-X= 2y/3
Use a graph to solve each system of equations
Y= 0.5X+7
4X-8Y=12
Use a graph to solve each system of equations
Y= 0.5X+7
4X-8Y=12
What is the solution of each system of equations ?Use a graph to explain your answers.
Y-2X=6
-4x+2Y=8
What is the solution of each system of equations ?Use a graph to explain your answers.
Y-2X=6
-4x+2Y=8
What is the solution of each system of equations ?Use a graph to explain your answers.
15x+5y= 25
Y= 5-3x
What is the solution of each system of equations ?Use a graph to explain your answers.
15x+5y= 25
Y= 5-3x
Use a graph to solve these system of equations :
Y=2X+10
Y= -0.5X+1
Use a graph to solve these system of equations :
Y=2X+10
Y= -0.5X+1
Use a graph to solve these system of equations :
Y= 0.5X-2
Y= 3X-7
Use a graph to solve these system of equations :
Y= 0.5X-2
Y= 3X-7
Solve a system of equations by graphing :
Y= -2x-4
Y= 0.5x+6
Solve a system of equations by graphing :
Y= -2x-4
Y= 0.5x+6
Solve each inequality and graph the solution
-2(3x-1)>20
Solve each inequality and graph the solution
-2(3x-1)>20
The growth rate of the sunflower from day 14 to day 35 is nearly constant. On this interval, which of the following equations best models the height h, in centimeters, of the sunflower t days after it begins to grow?
In 1919, H. S. Reed and R. H. Holland published a paper on the growth of sunflowers. Included in the paper were the table and graph above, which show the height h, in centimeters, of a sunflower t days after the sunflower begins to grow.
Growth rates are used in expressing the annual percentage change in a variable. A variable with a positive growth rate increases over time; one with a negative growth rate decreases. Growth rates can help assess and forecast a company's performance.
¶Variety is an essential factor to consider when selecting sunflowers to grow, and it is also the primary determinant of how quickly your sunflowers will grow. The selection of a variety will directly impact how tall and fast the flowers grow. It also influences other qualities such as hardiness, structure, disease resistance, and spacing, so consider your needs when selecting a sunflower variety.
The growth rate of the sunflower from day 14 to day 35 is nearly constant. On this interval, which of the following equations best models the height h, in centimeters, of the sunflower t days after it begins to grow?
In 1919, H. S. Reed and R. H. Holland published a paper on the growth of sunflowers. Included in the paper were the table and graph above, which show the height h, in centimeters, of a sunflower t days after the sunflower begins to grow.
Growth rates are used in expressing the annual percentage change in a variable. A variable with a positive growth rate increases over time; one with a negative growth rate decreases. Growth rates can help assess and forecast a company's performance.
¶Variety is an essential factor to consider when selecting sunflowers to grow, and it is also the primary determinant of how quickly your sunflowers will grow. The selection of a variety will directly impact how tall and fast the flowers grow. It also influences other qualities such as hardiness, structure, disease resistance, and spacing, so consider your needs when selecting a sunflower variety.
