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# What is the ordered pair for the solution to the inequality y <= -2x + 10?

My answer is (0, -4). Am I right?

Inequalities

# y < -2x + 10

and how do i find the ordered pairs?

# the sum of the lengths of any two sides of a triangle must be greater than the length of the third side. What are the possible values of x for this triangle?

the sum of the lengths of any two sides of a triangle must be greater than the length of the third side. What are the possible values of x for this triangle?

# How many programs must the club sell to make at least \$200 profit?

The booster club sells programs for \$1 each. The costs to make the programs are \$60 for layout plus .20 for printing each program. If they print 400 programs, how many programs must the club sell...

# how to solve systems of inequalities by graphing

example on what i need help solving y<6 y>x+3

4 x-2 z = b-2

# what are the possible solutions for the inequality -2(y-7)>-2y+4

i dont get it if its real numbers or its not a solutions

# y<2x-1 graphing line

graph on a coordinate plane   y<2x-1

# how would you solve this problem and graph it?

the problem is 2> 1/4x+3/5 the steps that i have tryed is not giving me the correct answer

# how do you solve the inequality (x+1)/(2-x)>2

as of right now i have the equation set equal to zero. but i am stuck and i am not sure how to continue on.   this is what i have: ((x+1)/(2-x))-2=0

i Do not no this

# use the multiplication property of inequalities to solve the inequality. Graph the solution set. 7/4x equal to or greater than -5/8 the solution set is

this is done using multiplication property of inequalities.  It is done for a line graph. for an algebra I class

3a+3-6a>15

# The cheerleaders are making a rectangular banner for a football game. The length of the banner is 30ft. The cheerleaders can use no more than 96 ft of trim arou

The cheerleaders are making a rectangular banner for a football game. The length of the banner is 30ft. The cheerleaders can use no more than 96 ft of trim around the outside of the banner. Whst are...