Given the graph below. What represent the x-axis?
length of worm (cm)
Create a quadratic trinomial
ANS WILL VARY
Find the sum of
-3x+9
and
7x^{2}-2x+1
.
7x^{2}-5x+10
Simplify
sqrt147
7sqrt3
Convert 4.824 km to meters.
4824 m
Given the graph below. What represent the y-axis?
number of worms
ans will vary
-x^{2}-8x-9
-x^{2}-8x-9
-2sqrt3+3sqrt27
7sqrt3
Convert 25 mile per hour to feet per hour
132000 ft/hr
Given the graph below. How many worm are 6 cm long?
4
Khiya and Jasmine are beginning a tutoring service for middle schoolers. They charge $25 per hour for their services, but they must first purchase $30 in supplies. The equation y = 25x - 30 represents this situation if x is the number of hours of tutoring they provide.
What does the 25 represent?
Amount charged per hour
Subtract
8x^{2}-8x
from
-14x^{2}-2x+4
-14x^{2}-2x+4
-6\sqrt{2}\cdot\sqrt{5}
-6\sqrt10
The winner of the “Biggest Loser” lost .952 ounce per hour. Convert this to pounds per week.
10 lb/wk
Given the graph below. What is the length of 2 worms?
5.5 cm and 8cm
Khiya and Jasmine are beginning a tutoring service for middle schoolers. They charge $25 per hour for their services, but they must first purchase $30 in supplies. The equation y = 25x - 30 represents this situation if x is the number of hours of tutoring they provide.
What does the 30 represent?
Amount spent on supplies
6x^3+14x^2-11x+30
6x^3+14x^2-11x+30
sqrt(28n^{3}}\cdot\sqrt{20n}
4n^{2}\sqrt{35}
It costs $.001 per hour for electricity to run a light bulb. Find the cost per month.
$0.72/mo
How would you describe (linear/non-linear) the graph below? Explain.
Non-Linear, not a straight line
Khiya and Jasmine are beginning a tutoring service for middle schoolers. They charge $25 per hour for their services, but they must first purchase $30 in supplies. The equation y = 25x - 30 represents this situation if x is the number of hours of tutoring they provide.
What does the y represent?
The total remaining
9x^4-12x^3+11x-20
9x^4-12x^3+11x-20
sqrt3(5+sqrt3)
5sqrt3+3
A giraffe can run 32 miles per hour. What is this speed in feet per second?
46.93 ft/sec