13.) 2m + 3a = 1. for a 14.) 4m + 40 - -5.for a 15.) =-3y + 12. for y 16.) 9 - -3b - 320. for a For each function, find the indicated values. 17.) fix - 7x - 2 F(4) = 18.) g:n - In' -5nl 9(2) = f ( -1) = 8(-2) - f(0) = g(1) = Find the Range of Each Function. 19.) fix - x3 - 2x, D = (-2.0.4) 20.) Hix - -6x - |x|.D = (-1,3, 12) Give the Domain of each Function. 21.) g(a) =-23 20.) f(x) = 2x - 3 22.) H(x) = Vx + 9 Let f(x) = 2x + 1 and g(x) = 12 -3xl. Find the indicated values. 23.) 9(f(3)) = 25.) 9(f(0)) = 24.1 f(or-2)) = 26.) flat-4)) =Give the domain and range of each relation. Is the relation a function? 27.) ((2,7). (-1,3), (0,7)] 28.) ((-5,2), (11, 51), (-5,9)} Graph each relation. Then tell whether it is a function. If It is not a function, draw a vertical line that intersects the graph more than once. 29.) { (2, 5), (3, 1), (0, 4), (2, -3) ] 30.) {(-3, 6), (2, -2), (1, 4), (2, 7)}Algebra II Name Chapters 1 and 3 Test Review Date Period Solve each equation. 1.) 3p - p = 0 5.) -20 - 4(-3a + 6) = -40 + 8a 2.) a + 6+4=7a+10 6.) 3+8(n -5) =-37 + 8n 3.) -6 -5a + 8a = 1 + 3a 7.) -5-4(0-4) = 2(-0+6)+7 4.) 6(1 + 8x) = 390 8.) -2(5 - 60) - 4= 2(20-3) Solve each equation for the indicated variable. , for x 10.) 9= -2x + 3, for x