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Define the term equation and then explain what it means to solve an equation. Give an example of an equation and its solution. Explain why it is the solution.
Define the term linear inequality and then explain what it means to solve a linear inequality. Explain how the solution to the inequality 2x-5<25 differs from the solution to the equation 2x-5=25.
Explain the concept of slope. How does the slope of a line represent a rate of change? Given the equation d = 3t-2, explain how the variable d is changing with respect to the variable t.
Graph the equation.
Problem on profit & loss
A science workbook is one centimeter thick and weighs 75 grams. How much will a one meter high stack of these workbooks weigh, in kilograms? Give your answer as a decimal to the nearest tenth.
Find the equation of the function
Define variables and profit function
Solve the quadratic equation for m.
Solve the following equation
When solving a rational equation why is it ok to remove the denominator by multiplying both sides of the LCD and why can you not do the same operation when simplifying a rational expression. Why are there two solutions in quadratic equations?
the average cost function.
Simplify the following inequality.
the quadratic equations
Word problems on exponential function
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