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Mission: We focus on the academic success of students Get highest scores on NYS Mathematics exams We aspire toward reaching international math Standards
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The attainment of good math skills has been identified as one of the major goals of the American educational system. Mathematical principles and concepts have become a part of almost every area of work. Knowing these principles will help you succeed in both school and work. |
American school children are falling behind in mathDespite the best intensions of policy makers to realize this laudable goal by the year 2000, the current reality is that American school children are still falling behind their peers in other industrialized countries. According to a study released by the Program for International Student Assessment (PISA), in 2003 US students ranked 24th in math literacy and 26th in problem-solving capabilities among the 41 nations studied, and the report concluded that American students "did not measure up to the international average in mathematics literacy and problem-solving skills." In another study looking at a different grouping of countries, the 2003 Trends in Mathematics and Science Study (TIMSS) found similar results with a US ranking of 15th out of 45 countries examined for 8th grade math skills. When commenting on this alarming trend in US math scores, the US Department of Education stated in a recent publication entitled No Child Left Behind: Expanding the Promise, Guide to President Bush’s FY 2006 Education Agenda that "the failure to provide our high school students with the knowledge and skills they need to succeed literally places our national prosperity at risk." |
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To whom: The program is for those who want a solid basic math skills with a proven track record and an emphasis on concept development , mental techniques, and program solving. |
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The main feature: To use of Concrete –Pictorial –Abstract approach. The students are provided with the necessary learning experiences beginning with the concrete and pictorial stages, followed by the abstract stage to enable them to learn mathematics meaningfully. This approach encourages active thinking process, communication of mathematical ideas and problem solving. This helps develop the foundation student will need for more advanced mathematics. |

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Diagnostic Testing is a detailed description of the comprehensive diagnostic testing program our students must follow. We find it's the best way to determine precisely which topics have been problems and exactly where to begin. This enables us to plan a series of lessons tailored to a student's needs and recommend a specific number of hours per week for him to attain his academic goals. Arithmetic Diagnostic Test11) Add: 587 + 4,765 + 35 + 37,345 + 8 12) Subtract: 8,456 - 3,245 13) Subtract: 8,172 - 4,644 14) Subtract: 8,453 - 4,786 15) Subtract: 80,400 - 45,934 16) Multiply: 798 x 879 17) Divide: 350,105 ÷ 7 18) Divide: 65,102 ÷ 32 19) Write all factors of 72 10) Write the prime factorization of 630 11) Write the greatest connon factor [GCF] of 50, 60 and 70 12) Write the first six multiples of 6 13) Write the least common multiple [LCM] of 2, 3 and 6 14) What does 3/4 mean? 15) Arrange in order or size, from smallest to largest: 3/4, 1/2, 3/3, 5/8 and 2/6 16) Convert 7 5/8 to an improper fraction 17) Convert 52/8 to a mixed number 18) Add: 3 2/3 + 5¾ + 4½ 19) Subtract: 8 2/5 - 5¾ 20) Multiply: 1½ × 2 2/3 × 3¾ 21) Divide: 9 2/5 ÷ 5 2/9 22) Round off 23.56938 to the nearest 100th 23) Add: 23.6 + 5.79 + 365 + .971 24) Subtract: 9 - .8765 25) Multiply: 4.5 × 2.3 26) Multiply: .003 × .02 27) Divide: 24.5 ÷ .04 28) Divide: 23.64 ÷ 3 29) What is 12½% of 400? 30) 13¾ is what percent of 4 3/13? 31) 7 is 15% of what number? 32) Change to a fraction: 5 33) Change to a fraction: 6 2/3 34) Change to a fraction: 5/8 35) Change to a fraction: .7 36) Change to a fraction: .16 2/3 37) Change to a fraction: .00000 1/10 38) Change to a fraction: 1.2½ 39) Change to a fraction: 65% 40) Change to a fraction: 8 1/3% 41) Change to a fraction: .000000 1/10 % 42) Change to a percent: 3 43) Change to a percent: 4½ 44) Change to a percent: 3/8 45) Change to a percent: .9 46 Change to a percent: .000¾ 47) Change to a percent: 5/16 48) Change to a decimal: 3/7 49) Change to a decimal to the nearest 100th: 4/11 50) Change to a one-place decimal: 2/3 Algebra Diagnostic Test11) What is a numerical phrase? 12) What is an open phrase? 13) (3 x 4)² - 3 x 4² 14) 40 - {20 - { 10 - (5 - 2)]} 15) 40 - 20 ÷ 5 - 3 16) Evaluate (4X)² - 4X² if X = 5 17) Evaluate (X - Y)(X + Y) if X = 5 and Y = 3 18) Express the number of quarters in p pennies 19) Express the cost of b books if each book costs d dollars 10) X2 + X2 11) 5X + 3Y - 4X - 4Y - 7Z 12) (-3X3Y4)(-4X4Y6) 13 (-4X2Y3)3 14) (3X - 4Y)(4X - 3Y) 15) (4X - 3)2 16) (5X2 +8X - 2)(3X - 4) 17) (8X - 5) - (3X - 4X2) 18) 7(2X - 3) - 4(5X - 6) 19) Factor: XYZ - X 20) Factor: 4X4 - 4Y4 21) Factor: 5X4 - 25X2 + 20 22) Factor: 8X3Y4Z6 23) Reduce: 24) Subtract: 25) Divide: 26) Simplify: 27: Simplify: 28) 29) 30) Solve: X + 5 = 5 31) Solve: (X - 3)(X - 7) = 0 32) Solve: X + 4 = 4 + X 33) Solve: X + 5 34) X + 5 > 3 35) Write a solution for: X + 2Y = 10 36) Graph: X + 3 = 3 + X 37) Graph: X + 7 38) Graph: X + 7 = X 39) Graph: X(X - 2)(X + 3)(X - 6) = 0 40) Graph: X + 2Y = 10 41) Solve: 2(3X - 1) - 5(4X - 3) = 4(X + 1) - 27 42) What is a set? 43) What is a variable? 44) What is an operation? 45) What is a relation? 46) 8 - 12 + 3 - 14 - 5 47) 7 - (-7) 48) (-5) - (-11) 49) (-9) - (-4) 50) 5 - (-9) 51) 0 ÷ 10 52) 10 ÷ 0 53) 0 ÷ 0 54) 10 ÷ ½ 55) (-13)2 56) (-4)3 57) (-3)4 58) (-2)5 59) (-1)6 Geometry Diagnostic Test11) What is a geometric figure? 12) What is a plane? 13) What is a point? 14) What is a line? 15) What is a ray? 16) What is a line segment? 17) What is an angle? 18) What is a polygon? 19) What is a set? 10) What is an ordered pair? 11) What is a relation? 12) What are perpendicular lines? 13) What are parallel lines? 14) What are opposite rays? 15) What is the midpoint of a line segment? 16) What is the bisector of a line segment? 17) What is an acute angle? 18) What is a straight angle? 19) What are complementary angles? 20) What are supplementary angles? 21) What are vertical angles? 22) What are adjacent angles? 23) What are congruent angles? 24) What is an angle bisector? 25) What is a triangle? 26) What is a quadrilateral? 27) What is a parallelogram? Geometry Diagnostic Test11) What is a geometric figure? 12) What is a plane? 13) What is a point? 14) What is a line? 15) What is a ray? 16) What is a line segment? 17) What is an angle? 18) What is a polygon? 19) What is a set? 10) What is an ordered pair? 11) What is a relation? 12) What are perpendicular lines? 13) What are parallel lines? 14) What are opposite rays? 15) What is the midpoint of a line segment? 16) What is the bisector of a line segment? 17) What is an acute angle? 18) What is a straight angle? 19) What are complementary angles? 20) What are supplementary angles? 21) What are vertical angles? 22) What are adjacent angles? 23) What are congruent angles? 24) What is an angle bisector? 25) What is a triangle? 26) What is a quadrilateral? 27) What is a parallelogram? 28) What is a rhombus? 29) What is a rectangle? 30) What is a square? 31) What is a diagonal of a polygon? 32) What is the perimeter of a polygon? 33) What is an exterior angle of a polygon? 34) What is an altitude of a triangle? 35) What is a median of a triangle? 36) What is the measure of a line segment? 37) What is the measure of an angle? 38) What is a circle? 39) If the supplement of an angle is 4 more than twice the compliment of the angle, find the measure of the angle. 44) If the measure of the vertex angle of an isosceles triangle is 56°, find the measure of a base angle. 47) If PQRS is a rectangle and PR=14 in, find QS. 48) Find the measure of an interior angle of a regular hexagon. 49) Find the sum of the measures of the exterior angles of a regular octagon.) 50) If ABC is a right triangle, a is a right angle, BC=13 in and AB=12 in, find AC.
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