Answer:
Given x+y≥4
Let us draw the graph of x+y=4
Put x=0⟹0+y=4⟹y=4
(0,4) is the solution set of x+y=4
Put y=0⟹x+0=4⟹x=4
(4,0) is the solution set of x+y=4
⟹(4,0),(0,4) lies on the line x+y=4
(0,0) lies in the left side area of x+y=4
Let us check that (0,0) lies in the area of solution set of x+y≥4
x+y=0+0<4
⟹(0,0) does not lies in the area of solution set of x+y≥4
∴ solution set is the area which right side of x+y=4
Answer:
b. y=0.6x+6
Step-by-step explanation:
First, find the slope using the slope formula, . This is 6/10, which simplifies to 3/5 or 0.6. Then you need to find the y-intercept, however, this is already given to you. Remember that the y-intercept is when x=0, so (0,6) must be the y-intercept. Therefore the equation is y=0.6+6.
4 2/3. add the twos and keep the 2/3
Answer:
One twentieths (if you're asking for numbers smack dab between two tenths numbers) or anything with a denominator above or equal to eleven (if you're just talking about any number between two tenths numbers.
Step-by-step explanation:
Hope this helped!