Find the point of intersection from these 2 equations
y=4x+2
y=7x
.67
100
Find the y-intercept
y=4x-4
-4
100
y=4x-7.5
-7.5
100
At a park, a path is 9 miles from the entrance to the picnic area. On a map with a scale of 1 inch = 1 mile, what is the distance between the main entrance and the picnic area?
9 inches
100
What is the equation for the standard structure of a linear equation?
y=mx+b
200
Find the point of intersection from these 2 equations
y=4.5x+8
y=2x+4
-1.6
200
Find the y-intercept
y= 7x-2+3
1
200
y=3x+2
2
200
On a map, the airport in Pittsburgh is 4 centimeters away from the strip The scale of the map is 1 centimeter = 24 kilometers. In real life, what is the distance between the airport and the strip?
96 kilometers
200
What is the equation to find circumference?
C=d* 3.14
300
Find the point of intersection from these 2 equations
y=9x+4
y=10x
4
300
Find the y-intercept
y=2.5x+4
4
300
y=9x-6x-3
-3
300
Amanda measured a shopping center and made a scale drawing. She used the scale 1 inch = 6 feet. If a bakery in the shopping center is 8 inches in the drawing, how long is the actual bakery?
48 feet
300
What is the equation to find the area of a circle?
r*r*3.14=A
400
Find the point of intersection from these 2 equations
y=7.2x+5
y=2x
-.96
400
Find the y-intercept
y=2x+(-3)
-3
400
y=2.5x+4-3x+2
6
400
Two tents on a map are 4 centimeters apart. If the scale of the map is 1 centimeter = 2 kilometers, then what is the actual distance between the two ?
8 kilometers
400
Find the absolute value of -7
7
500
Find the point of intersection from these 2 equations
y=10x
y=10.5x+3
-6
500
Find the y-intercept
y=4x+2+3-5
0
500
y=7x
0
500
Mario made a scale drawing of the mall. The parking lot, which is 56 meters long in real life, is 7 millimeters long in the drawing. What scale did Mario use for the drawing?