Find the x and yintereepts of the graph of the equation y2 = 4 $2. Type the answers as points using the Equation | Editor. Given the following graph of a linear function, find flxl = mx+b. Use the Equation Editor to type the function. A small business buys a computer for $3500. After 4 years the value of the computer is expected to be $200. For accounting purposes the business uses linear depreciation to assess the value of the computer at a given time. This means that if Vis the value of the computer at time t, then a linear equation is used to relate Vto t. a) Find a linear equation that relates V (in dollars) to t (in years). b) Find the depreciated value of the computer 3 years from the date of purchase. Find an equation of the line that passes through the point (-4, 5 ) and is perpendicular to the line y = - 5 x + 1. Type the answer using the Equation Editor in slope-intercept form. Solve the linear inequality: 6 +x Express the solution in interval notation using the Equation Editor.Solve the linear inequality: -11 4 Express the solution in interval notation using the Equation Editor. The average height of adult males in a certain country is 68.2 inches and 95% of adult males have height h that satisfies the inequality: h-68.2 2.5 What is the range of heights of 95% of adult males in this country? Use the function f (ac ) = 5xc2 + 2 to evaluate the indicated expressions. a) Find f ( + 2). b) Find f (ac ) + f(2). Label each part, simplify, and use the Equation Editor to type the response.Given f($) = 3 4:13, find the following: a: M) b) u. + h) c} f(o+hgf(o) Label each part in your answer and using the Equation Editor. Find the domain of the function _ 1H2+ar 9(33) _ a: Use interval notation and the Equation Editor. Find a piecewise function for the given graph. Sketch f(x) = 5 x2, where 3 5 x 5 3. Do this on your testing paper. In the answer box, use the Equation Editor and interval notation to give the domain and range of your sketch {clearly label each}. Given the graphs of fand g: VA 9 X Find: a) g(3). b) the intervals where f (a ) > g(ac). Use the Equation Editor.Using the given graph, answer the following questions. a] What are the local maximums? b} What are the local minimums? cl On what intervals is the function increasing? d) On what intervals is the function decreasing? Answers must be typed as points or intervals using the Equation Editor