Grade 10 math - Jeopardy game math assignment Ignore quadratic relations 1 Choose a minimum of 3 from each column/unit (except quadratic relations1) totaling up to 3500 points Ex. If you choose the question in the bottom right it will count as 1 of the 3 you need for the trigonometry column and 500/3500 needed points

Linear Systems Analytic Geometry Polynomials & Factoring Quadratic RelationsI Quadratic Relations II Trigonometry [K:100] Solve by elimination, Draw a right bisector, Expand and simplify: What are the solutions For the quadratic relation Sketch a triangle similar check your answer. and median line a) 2(m - 5) - 4(2m + 1) to the equation below? y = 2(x - 3)2 - 5 to this one. 5x - y =3 including appropriate b) (2y - 3) (2 y+ 3) Explain your state the: CO 3x+ y =4 length and angle c ) ( x + 2y) reasoning. a) direction of opening symbols, on two separate ( x - 5)(x + 1 ) =0 b) vertex triangles. c) axis of symmetry [K:200] Solve by substitution, Find the length, slope Factor Solve the following Write an equation for a Solve for x and y to one check your answer. and the midpoint of the a) 4x2 - 28 x equations by factoring. parabola that has been decimal place. 3m - 4n = 4 line segment between b) x(m - 2) - 4(m - 2) a ) x - 3x - 18 = 0 vertically reflected on the m + 6n = 5 points A(7, 9) and c) x2 + 2 y + 2x+ yx b) 9x2 - 4=0 x-axis, vertically B(1, 1). 25 Thewe : compressed by 1/2, moved 31 cm right by 2 and up by 7. [A:300] You have $3.50 made up Verify that the Factor Solve the following Find the width, in metres, Find all the angle in quarters and nickels. quadrilateral with a) x - 7x + 12 equations by factoring. of the Canadian flag on measures for In total you have 26 vertices A(3, 4), B(1,1), (b) x - 4 a ) 8x2 - 3x = 0 the Peace Tower in coins. How many of C(4, -4), and D(6, -1) is c) x2 + 8x + 16 b) 2x + 5x =3 Ottawa by solving the 5 cm each coin do you have? a parallelogram by equation comparing the slopes of 8w + 18w - 81 = 0 8 cm the sides. Either X=0 or /8X-350 [A:400] APQR has vertices Fully factor Sketch the graph of the Write the quadratic Find the length of side h. P(4, 5), Q(-4, 3) and a) 4w - 28 w + 40 quadratic relation by y =x +6x+8 1240 R(0, -5) Find an equation b) 2m - 9m + 4 factoring to find the x- in vertex form by (2x + 3y) \\(3x - 3y) for the median from C) 3y - 27 intercepts then using completing the square, Q to PR. d) (x + 2)2 - 9 the axis of symmetry to then state the vertex. find the vertex. 330 410 -30 m- y =x2+6x+5 [1:500] Mark drove from Owen Determine the equation The volume of a rectangular The area of a A rectangular field is to Find all the angle Sound to Ottawa, a of the right bisector of prism is represented by the rectangular pool is be enclosed by 400 m of measures. distance of 550 km. The the line segment joining polynomial 1260 ft2. Find the fence. Find, trip took 7 hours. Mark E(2, 6) and F(4, -2). 2x3 - 24x2 + 72x dimensions of the algebraically, the drove at 70 km/h for What are the possible rectangle, if one side of dimensions that give the 10 part of the trip, and at 85 expressions for the shapes the pool is 48 ft more maximum area, and the km/h for the remainder dimensions? Hint: V=lwh than 3 times the other value of the maximum of the trip. How far did N Done area. he drive at 70 km/h? Minimum of 3 boxes from each