F*x = 1/2*m*v^2 where F is the average force, x is the distance over which the bullet is accelerated, v is the speed, m is the mass of the bullet F*0.432 = 1/2*22*907^2
Power = F*v where F is the force, v is the speed 53.3 = F * (1.32m/1.22s)
Evaluate each of these answers: For example, evaluate A. (-1/2)^4 + 7*(1/2)^2 - 9*(1/2) -1 and 0^4 + 7*0^2 - 9*0 -1 If one of these answers is negative and one of these is positive, then the Intermediate Value Theorem guarantees taht the polynomial has a root in this interval....
Algebra 1- Math
a. At the start, months = 0; employees = 2. In 6 months, months = 6; employees =14 (0,2) (6,14) b and c. 2 employees/month is the slope This is how many employees the company would have to add per month to get 14 employees at the end of 6 months E = 2 + r*m where E is the numb...
MnO4−(aq) + SO32−(aq) + H+(aq) → Mn2+(aq) + SO42−(aq) + H2O(l) in the form a*MnO4−(aq) + b*SO32−(aq) + c*H+(aq) → d*Mn2+(aq) + e*SO42−(aq) + f*H2O(l) Start by counting how many of each are on each side. I'm going to choose to...
B = P*e^(Yr) where B is balance, P is principle = 1600; e is the number e; Y is the number of years; and r is the rate 0.079 Plug these numbers in and solve for the answer.
Start the person at (0,0), and calculate the new position after each path. After path 1: (80,0) After path 2: (80, -250) After path 3: x displacement is -130*cos30; y displacement is -130*sin30 (80 - 130*cos30, -250 -130*sin30) After path 4: x displacement is -190*cos30, y dis...
How many squares are on each side? x*y = 49 where x the number of squares for the width, and y is the number of squares for the length. 120000 = X*Y where X is the width in feet, Y is the length in feet 120000/49 = (X/x) * (Y/y) You have X/x = Y/y
Math help give example
Third degree means that it has one term to the power of three. One example: x^3 + x^2 + x + 1
For Further Reading