REVIEW PACKET FOR END OF COURSE EXAM


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1 Math H REVIEW PACKET FOR END OF COURSE EXAM DO NOT WRITE ON PACKET! Do on binder paper, show support work. On this packet leave all fractional answers in improper fractional form (ecept where appropriate in word problems) and radical answers in simplified radical form.. Simplif the epression ( ) ( ). Find the quotient, simplified:. 9.. Which propert is shown:. You have $0.00. You wish to bu a Tshirt costing $.0. You would also like to bu a pair of jeans. There is a % sales ta on clothing. What is the top price (ecludes sales ta) ou could pa for the jeans?.. n n =. n n a 9 a a One movie rental club charges $ to become a member and $.0 to rent each movie. Another charges no membership fee, but charges $. to rent each movie. How man movies must ou rent to make the first club more economical? 9. Write the equation of the line passing through (, ), (, 0), and (, ). 0. Write the equation of the horizontal line passing through the point (, ).. Write the slopeintercept form of the equation of the line passing through the point (, ) and perpendicular to the line.. State the  and intercepts of. Find the slope of the line through the points:. (, ) and (, ). (, ) and,. Rewrite the equation in slopeintercept form. 0.. Solve for in. Determine if the line is parallel to 9.. Is the relation,,, a function?. Decide whether the information defines a function. If it does, state the domain of the function. input output a b c d Write an equation of the line shown in slopeintercept form. 0. Solve for e : d e c e. Which point,, or,0 graph of?, is on the 0 0 0
2 0. The cost of a school banquet is $0 plus $ per person attending. Determine the linear equation that models this problem. What is the cost for 9 people?. Find an equation of a line that passes through the point (, ) with a slope of.. Write an equation for the line, in pointslope form, that passes through the points (, ) and (, ). Use (, ) as the point,.. Write in standard form.. Write in standard form.. A grocer store knows that if it sells its canned hams for $ each, it can sell 0 per month, and if it sells the same hams for $9, it will sell 00 per month. Assuming the relationship between price and sales is linear, write the equation ou could use to predict sales for other prices.. Solve and graph solution to the inequalit: Graph of the inequalit. Is the ordered pair, inequalit?. Graph: a solution of the. A wholesaler has $,000 to spend on certain models of TV sets and DVD plaers. If the TV sets ma be obtained at $ each and the DVD plaers at $ each, write an inequalit that restricts the purchase of TVs and DVD plaers.. What are the mean, median, and mode of the data in the following sample?,,,,,,,, 9,. Graph:. Use substitution to solve the linear sstem. 9. The length of a rectangle is cm more than four times the width. If the perimeter of the rectangle is cm, what are its dimensions? Solve the sstems: Determine if the sstem has no solutions, one solution, or man solutions 0 0. Marc sold 9 tickets for the school pla. Student tickets cost $ and adult tickets cost $. Marc s sales totaled $. How man of each tpe of ticket did Marc sell?. The sum of the ages of Petra and her mother is. Her mother is 9 ears more than twice as old as Petra. How old are Petra and her mother?. pounds of cand valued at $.0 per pound is mied with pounds of cand valued at $.0 per pound to produce 0 pounds of a miture selling for $ per pound. Find and, the number of pounds of each tpe. 9. The Modern Grocer has cashews that sell for $.0 a pound and peanuts that sell for $.0 a pound. How much of each must the grocer mi to get 0 pounds of miture that he can sell for $.00 per pound? Write a sstem of linear equations and solve.
3 0. You can work a total of no more than hours per week at our two jobs. Housecleaning pas $ per hour, and our sales job pas $ per hour. You need to earn at least $ per week to cover our epenses. Write a sstem of inequalities that shows the various numbers of hours ou can work at each job.. Graph the sstem of linear inequalities. Simplif: (Remember NO negative eponents allowed in final answers.). ( ) /. ( ) ( ) ( ) Simplif: An object is dropped from an initial height of s feet. The object s height at an time t, in seconds, is given b h t s. How long does it take for an object dropped from 00 feet to hit the ground? Round our result to two decimal places. 9. A rocket is launched from atop a foot cliff with an initial velocit of 0 feet per second. The height of the rocket t seconds after launch is given b the equation the equation to find out how long after the rocket is launched it will hit the ground. Round to the nearest tenth of a second. h t 0t Graph Remember to leave all answers in simplified radical form Solve b the quadratic formula: 0. Find the discriminant: 0 Decide how man solutions each equation has:. Subtract:.. 0. m m m m m m m. Classif. Add the polnomials Multipl: 9. a a r and state its degree. and A rectangle has length 9 and width 9. Find the equation that describes the area, A, of the rectangle in terms of.. Graph: 9. Write as a trinomial.. Graph the parabola:. You toss a ball that travels on the path 0. where and are measured in meters. Sketch the path of the ball. How high does the ball go?. Graph the following equation, and determine the solutions, if there are an: Factor: k k u v 0u v
4 The weight, W, of a beam varies directl with its length, l. A 0 foot beam weighs 0 pounds. Write an equation relating W to l. 0. and var inversel. If when = 0, find an equation relating and. Simplif: Give the domain for each epression.. d. Perform the indicated operation and simplif: t t t t 9. Write an equation that can be used to solve the problem. Solve the equation and answer the question. A sightseeing boat travels at an average speed of 0 miles per hour in the calm water of a large lake. The same boat is also used for sightseeing in a nearb river. In the river, the boat travels.9 miles downstream (with the current) in the same amount of time it takes to travel. miles upstream (against the current). Find the current of the river.. After taking quizzes, our average is out of 00. What must our average score be on the net five quizzes to increase our average to 9? Write an equation and solve. Perform the indicated operation and simplif: Simplif:. Prove whether or not is a solution of the equation 0. Find the area and perimeter: Find the term that must be added to the epression to create a perfect square trinomial.. Find the number that must divide each term in the equation so that the equation can be solved b the method of completing the square: 9 +. Solve b completing the square. t t 0. Determine the coordinates of the midpoint of DA and find the distance D A for the points D(, ) and A(, ).
5 KEY Review Packet for EOC [] [] []  [] + [] [] associative propert for multiplication [] $. [] [] n = [] [9] [0] 0 [] [] [] [] [] e = [], [9] = [0] = [] = d c [] intercept: ; intercept: [] undefined [] [] [], not parallel [] No [] It does. Domain: {a, b, c, d} [9] = [0] = + 0; $ [] [] = 0( ) [] [] [] [] [] < [] [9] 9 [0], [] [] or [] Yes 0 [] [], 000 [],, [] [] 0, 9 9 [9] width cm, length 9 cm [0] (, ) [] No solution [] Same line, infinitel man of solutions. [], [], 9 [] Same line, infinitel man solutions. [] 9 adult, 0 student [], [] =. lb; =. lb [9] = 0 pounds of cashews = 0 pounds of peanuts 0
6 [0] h s h s [] [] 9 [] 0 [] 9 [] [] [] [] [9] [0], [] [] 0 [] []. seconds [] []. meters 0 (,.) 0 [] =, [9]. seconds [0] [] [] [] [] [] [] m m m m [] monomial, [] [9] a a a [90] 9 [9] A = [9] [9] ( )( ) [9] ( )( ) [9] ( )( ) [9] ( k 9)( k ) [9] [9] u v ( v u) [99], [00], [0] 0, [] 0 [0], [0], 0, [0] 0,  [0] [0] 0 [0] W = l [0] = 0 0 0
7 [] 9 [09] [] [0] [] midpoint =, [] All real numbers ecept distance = 0. [] All real numbers ecept &. [] 0 0 [] or [] [] or [] [] + [9] 0 [0],.9. [] 0 c 0 c ;. mph [] 0 9 ; Avg. 0 Score [] [] 9 0 or 0 9 [] [] [] It is a solution. It makes the statement true. [] Area: 0 Perimeter: 0 [9] [0] No solution [], []
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