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  1. MATHEMATICS REFERENCE MATERIALS State of Texas Assessments of Academic Readiness STAAR ® 2)) b LINEAR EQUATIONS Slope-intercept form. ym =+ xb. Constant of proportionality. k y x = CIRCUMFERENCE. Circle . Cr =2 πor. Cd = AREA. Triangle. A h = 1 2. b. Rectangle or paral. l. elogram. A = h Trapezoid. A. 1 + b 2. 1 = (b h. Circle. A = π. r. 2 ...

  2. STAAR Grade 8 Mathematics Reference Materials, Linear Equations, Circumference, Area, Surface Area, Volume, Additional Information, STAAR: State of Texas Assessments of Academic Readiness Created Date

  3. STAAR GRADE 5 MATHEMATICS REFERENCE MATERIALS State of Texas Assessments of Academic Readiness STAAR ® PERIMETER 2w Square Ps=4 Rectangle. P =+2l. AREA Square As=×. s. Rectangle. A = l. ×. w. or

  4. STAAR GRADE 8 MATHEMATICS REFERENCE MATERIALS. CIRCUMFERENCE Circle Cr=2π or Cd=π AREA Triangle A h= 1 2 b Rectangle or parallelogram Ab= h Trapezoid A + b 1 2 12 = ()b h Circle Ar=π2 SURFACE AREA Lateral Total Prism SP= h SP=+hB2 Pyramid SP= 1 l 2 SP=+1 l B 2 Cylinder Sr=2πh Sr=+22ππhr2 VOLUME Prism or cylinder VB= h Pyramid or cone VB ...

  5. STAAR GRADE 7 MATHEMATICS REFERENCE MATERIALS PERIMETERPERIMETER Rectangle 1X l CIRCUMFERENCE Circle Cr=2π or Cd=π AREA Triangle Ah= 1 2 b Rectangle " CI Parallelogram " CI Trapezoid A 1 + b 2 12 = (b h Circle A = πr2 VOLUME) Triangular prism VB= h Rectangular prism VB= h Cylinder Vr=π 2h or VB= h ADDITIONAL INFORMATION Pi ππ 314. or ≈ ...

  6. 8 Φεβ 2017 · STAAR GRADE 8 MATHEMATICS REFERENCE MATERIALS 22 r) State of Texas Assessments of Academic Readiness STAAR ® LINEAR EQUATIONS Slope-intercept form ym=+ xb Direct variation yk= x Slope of a line m yy xx = − − 21 21 CIRCUMFERENCE Circle Cr=2π or Cd=π AREA Triangle A h= 1 2 b Rectangle or parallelogram Ab= h Trapezoid A 1 + b 2 12 = (b h ...

  7. State of Texas Assessments of Academic Readiness. STAAR. TM. GENERAL FORMULAS Slope of a line m yy xx = − −. 21 21. Quadratic formula. x bbac a = −. 2. 4 2 FACTORING Difference of squares ab. 22. −=()ab−+(ab Difference of cubes ab. 33. −=()ab−+(aa2bb+ Sum of cubes ab. 33 +=()ab+−(aa2bb+ 2) 2)) LOGARITHMS Product log()log log ...

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