-7 and 1
Because if you do -7 plus 3 which equals -4 and the absolute value of negative 4 is 4. And 1+3 is 4
You can either use the usual formula for the equation of a line when given two points 

Or we can make some more precise reasoning, specific to this case: the y intercept is 3. When a line is written as
, the coefficient q is the y intercept. So, the second and third options are surely wrong.
Moreover, the slope m is the ratio between the difference bewteen the y coordinates and the x coordinates of two points on the line.
In our case, the two points differ by -1 units vertically, and 3 units horizontally. This implies that the slope is -1/3.
So, we have

Answer:
Step-by-step explanation: Is this grade 9th work?
Answer :
160 grams.
Step by step explanation :
Step 1 : Find how many grams 1 jar of paprika weighs.
We know 7 jars of paprika has a weight of 210 grams, so we know that 1 jar of paprika weighs 30 grams.
Step 2 : Find the weight of 4 packets of sage.
To do this let’s first multiply the weight of 1 paprika jar by 3 (30 times 3) which is 90 grams. So out of the 290 grams total,
90 grams is the 3 paprika jars.
290 - 90 = 200
That means that 4 packets of sage weigh 200 grams.
Step 3 : Find the weight of each packet of sage.
200 divided by 4 = 50 grams
1 packet of sage weighs 50 grams.
So now we know that 1 packet of sage is 50 grams and 1 jar of paprika is 30 grams. The question asks for the total weight of 2 jars of paprika and 2 packets of sage.
Step 4 : add them together.
2(30) + 2(50) = 60 + 100
60 + 100 = 160
Therefore the total weight of 2 jars of paprika and 2 packets of sage is 160 grams.
Answer:
The radius of the silo is 5.788 feet.
Step-by-step explanation:
Since the silo has the shape of a cylinder, then;
Volume of the silo = Volume of a cylinder = 
h
Where: r is the radius of the silo, and h is the height.
Given that: volume = 2106 cubic feet, and height = 20 feet.
Then,
2106 =
x
x 20
2106 = 

2106 x 7 = 440
14742 = 440
= 
= 33.5045
⇒ r = 
= 5.78831
r = 5.788 feet
The radius of the silo is 5.788 feet.