**TI83F* AppVariable file 08/07/06, 12:37 TXM11TA nav 27153812BB8EF94EE14AE73A2203E082AMA TX-M11-TAKS.AMA TX-1 TI and TAKS Q002-A(b)(1)(B)BWhich of the following expresses the relationship between x and y?k! y = 1 - x y = (x + 1) y = 1 +x y =(x - 1)Q004-A(b)(1)(C)tThe length (L) of a rectangle is 5 m less than two times its width (W). Which equation represents this relationship? L = 2W + 5 W = 2L + 5 L = 2W - 5 W = 2L - 5 Q010-A(b)(2)(B)IThe domain of the function y = (1/5)x - 3 is {-5, 0, 10}. Find its range. {-10, 15, 65} {-2, -3, 4} {-65, 10, 15} {-4, -3, -1}Q011-A(b)(2)(B)2Find the range of the function shown in the graph.‚ ! -4  x  4 -3  y  3y  1x  1 Q026-A(c)(2)(B)`Each step of a staircase is 8 inches wide andÖ5 inches high. What is the slope of the staircase?1.60.80.6251.2Q030-A(c)(2)(D)pIdentify the equation of the line that is perpendicular to the graph of -2x + y = 5 and whose y-intercept is -1. y = -2x - 1y = (-1/2)x - 1 y = 2x - 1y = (1/2)x - 1 Q036-A(c)(3)(B)˝Virgil takes 3 hours to travel from town A to town B. If he were to increase his average speed by 6.4 mph he would reach town B half an hour sooner. Find the distance between the two towns. 104 miles 134.4 miles96 miles 38.4 miles Q046-A(d)(1)(D)śChuck throws a ball upward from a height of 30 m. The graph shown in the picture represents the position of the ball at different times. For how long does the ball remain above 30 m?Č! 2.5 seconds 5 seconds 6 seconds1 second Q055-G(c)(1)(A)cThe interior angle of a regular polygon measures 156 degrees. How many sides does the polygon have?13151612 Q071-G(d)(2)(A)8The lines joining the points (1,1), (-2,1), (-2,-3) forman isosceles triangle.an equilateral triangle.a right angled triangle.an obtuse angled triangle. Q085-G(e)(1)(C) ˜A seesaw is pivoted at a height of 2.5 ft and one of its ends touches the ground at a distance ofÖ3 ft from the pivot. What is the length of the seesaw?%!3.92 ft7.81 ft5.51 ft8.21 ft Q110-(8.12)(C) aThe histogram represents Monica's scores in the first five Math tests. What is her average score?ß !46353740 Q112-(8.14)(A)ĺIn a car race, Michael leads Brian by 20 meters with 3 km to go. If Michael's average speed for the remaining part of the race is 310.5 km/hr, what should be Brian's minimum average speed in order to finish the race with Michael? 312.57 km/hr 311.85 km/hr 313.06 km/hr 310.95 km/hr8`((D¤ Ž0 ¤D€€D€¤€ Ž€¤€ D€ €€ D€ ¤€ Ž€¤đ>D""" D"¤" Ž|"¤D" DD" D" D" DD"¤D"ŽŕD"¤ D" D D" D" D"D D"¤ D"Ž D"¤ D"D D" D" D" D"P D" ˙˙˙˙˙˙˙ü €@P€0 €€ € € €`€8 8`PPp0Ŕ`ŔPä`@„Î$ä€ @@ €DÄNäD€ @@ €Ä$N$Ä€ @@ €Ä$N„ä„ D@$€UÎNDD@`?˙˙˙˙˙˙˙˙˙˙đ`@     jdd 4  8`Ŕ 0Ŕ`€0Ö 0Ŕ\`€?˙˙˙˙˙˙ü€@€@€8`€"€8q€|fř€‰#ézŞúŞŞ¨™ Žf F‚ ` pxć @„‰ Ŕ Ép€8)!@@ć!8"@@"€8&$@„i$@„Št@Dxů( &(@((@HĆ0đ)0@ IuTUUP) @ Ć ř @ <Ć @*) €Ip@ˆ‰ €¸ć @H @( @HH& 0i @()p ř) @( &  @ř  @ @?˙˙˙˙˙˙˙˙ü@`PAƒ # Ŕ@†t$ @  ˘" `A%U! AĂ %T& %S@8`˙˙˙˙˙˙˙˙˙˙ŕ  @#NĆ ˆdˆÁ( €$ˆBÎ ˆ$ˆB @#Dć   ˙˙˙˙˙˙˙˙˙˙ŕ  €Hx ˆH@  Hp 8 p   ˙˙˙˙˙˙˙˙˙˙ŕŃů