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Problem 1: Find the radius of a spherical tank that has a volume of 32pie /3 cubic meters.
Problem 2: An investment of $10k is worth $24,780 in 2006. Find the 5 year average annual return.
Problem 3: The width of a rectangular gate is 2 meters larger than it's height. The diagonal brace measures Sqrt of 6m... find the width & height.
Problem 4: Charlie hits the baseball straight up at 150ft/sec from a height of 5 ft. (a) use the formula to determine how long it takes the ball to return to earth (b) estimate the max height reached by the ball.
John is purchasing a house for $100,000, seeking a mortgage loan for $80,000 or 80% loan to cost. He was offered a loan of at 6% fixed for 30 years. What will Johns monthly payment be? What is the mortgage constant?
Which of the following is/are TRUE for the graph of EVERY polynomial function? It must have either a minimum or a maximum value
Solving equation using substitution method.
Write two equations that have your two integers as solutions. Show how you built the equations using your integers. Solve your system of equations by the addition/subtraction method. Make sure you show the necessary 5 steps.
Use any appropriate method to solve the quadratic equations.
Use compound interest to find the amount.
Explain the four steps used in solving the quadratic equation. Given a quadratic equation: ax ² + bx + c-Solve the equation for zero by factoring.
Solve the following equation in single variable.
Changing the base.
Find the equation in standard form of the straight line that passes through the point midway between (-7, -12) and (-5, 2) and has a slope of 3.
Find maximum revenue.
A projectile is launched from a platform 20 feet high with an initial velocity of 112 feet per second, The height h of the projectile at t seconds after launch is given h= - 16t^2 + 112t +20 feet.
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