MCQ Questions for Common Core Grade 10 Math With Answers

COMMON Core Grade 10 MCQ Questions

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MCQ Questions for Common Core Grade 10 Math With Answers

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COMMON Core Grade 10 : Choose Your Topic

Chapter : 1 Algebra review

  About Ratios and proportions

  Scale drawings: word problems

  Exponents and it's Properties

  Simplify radical expressions

  Write variable expressions

  Solve linear equations

  linear inequalities

  Systems of linear equations

  Solve a quadratic equation by factoring

  Solve a quadratic equation using the quadratic formula

Chapter : 2 Points, lines, line segments, and planes

  Lines, line segments, and rays

  Properties : planes, lines, and points

  Intersections in a plane

  Segments Length : number lines

  About the Additive property of length

  About 'Midpoints'

  About the Congruent line segments

  About 'Perpendicular Bisector Theorem'

  Midpoint formula: find the midpoint

  Midpoint formula: find the endpoint

  Use the Distance formula

  3D: Distance to the origin

  Construct the midpoint or perpendicular bisector of a segment

  Partition a line segment: check point

Chapter : 3 Angles

  Vocabulary : Angle

  Measure the Angle

  Identify complementary, supplementary, vertical, adjacent, and congruent angles

  Find measures of complementary, supplementary, vertical, and adjacent angles

  About 'Angle bisectors'

  Construct an angle bisector

  Construct a congruent angle

  Proofs involving angles

Chapter : 4 Parallel and perpendicular lines

  Parallel, intersecting, and skew lines and planes

  Construct a perpendicular line

  Name the angle pair :Transversals

  Transversals of parallel lines: find angle measures

  Construct parallel lines

  Proofs involving parallel lines I

  Proofs involving parallel lines II

Chapter : 5 Lines in the coordinate plane

  Coordinate plane review

  About the Slopes of lines

  linear equation : Graph

  lines Equation

  Slopes of parallel and perpendicular lines

  Parallel and perpendicular lines : Equation

  Calcu;ate the distance between a point and a line

  Calculate the distance between two parallel lines

Chapter : 6 Introduction to triangles

  Classify triangles

  Sum Theorem -Triangle Angle

  Theorem on Exterior angle

  Inequality :Exterior Angle

Chapter : 7 Two-dimensional figures

  Vocabulary : Polygon

  Interior angles of polygons

  Polygon :Exterior angles

  Interior and exterior angles of polygons: Review

  Equilateral triangle or regular hexagon :Construct

  Construct a square

Chapter : 8 Three-dimensional figures

  Parts:3-dimensional figures

  Vocabulary :3-dimensional figure

  Drawings of 3-dimensional figures

  Cross-sections -3-dimensional figures

  Solids of revolution

Chapter : 9 Logic

  Identify hypotheses and conclusions




  Converses, inverses, and contrapositives


  Truth tables

  Truth values

Chapter : 10 Introduction to congruent figures

  Congruence statements and corresponding parts

  Solve problems involving corresponding parts

  Congruent figures

Chapter : 11 Congruent triangles

  About -SSS and SAS Theorems

  Prove congruency of triangle :use SSS and SAS

  Theorem :ASA and AAS

  Prove congruency of triangle : use ASA and AAS

  About -SSS, SAS, ASA, and AAS Theorems

  SSS Theorem in the coordinate plane

  Proving triangles congruent by SSS, SAS, ASA, and AAS

  Proofs involving corresponding parts of congruent triangles

  Isosceles and equilateral triangles : Congruency

  Proofs : isosceles triangles

  About Hypotenuse: Leg theorem

Chapter : 12 Transformations

  Classification : congruence transformations

  Translations: graph the image

  Find the coordinates :Translations

  Write the rule :Translations

  Reflections: graph the image

  Reflections: find the coordinates

  Rotate polygons about a point

  Rotations: graph the image

  Find the coordinates :Rotations

  Congruence transformations Composition: graph the image

  Transformations : carry a polygon onto itself

  Review: Congruence transformations

  Graph the image: Dilations

  Find the coordinates: Dilation

  Scale factor and classification :Dilation

  Dilations and parallel lines

  Checkpoint: Transformations in the plane

  Checkpoint: Dilations

Chapter : 13 Triangles

  Triangles :Mid segment

  Bisectors & Triangles

  Altitudes, Median,angle bisectors and perpendicular bisectors

  Triangle: Angle side relation

  About Triangle : Inequality Theorem

  Circumcenter or incenter of a triangle

  Centroid or orthocenter of a triangle

  Proofs : Triangles I

  Proofs: Triangles II

Chapter : 14 Quadrilaterals

  Identify trapezoids

  Classify quadrilaterals I

  Classify quadrilaterals II

  Missing angles in quadrilaterals

  Quadrilaterals :Graph

  Parallelograms and it's properties

  Quadrilateral is a parallelogram :Prove

  Rhombus and it's properties

  Squares and rectangles :Properties

  Trapezoids and it's properties

  kites & It's Properties

  Properties of quadrilaterals

  Proofs : triangles and quadrilaterals

  Proofs : Quadrilaterals

Chapter : 15 Symmetry

  Line symmetry

  Rotational symmetry

  Lines of symmetry

  Count lines of symmetry

Chapter : 16 Similarity

  Ratios :Similarity

  Find Similarity statements

  Identify similar figures

  Measure Side lengths and angle : similar figures

  Similar triangles and indirect measurement

  Similar figures and Perimeter

  Triangles :Similarity rules

  About Similar triangles: similarity transformations

  Circles :Similarity

  Proportionality Theorem of Triangle

  Similarity and altitudes in right triangles

  Similar figures & Area

  Similarity statements : prove

  Use similarity to prove Proportions or angle congruences

  Similarity in right triangles :Proof

  Prove the Pythagorean theorem

  Checkpoint: Prove circles are similar

Chapter : 17 Right triangles

  Pythagorean theorem

  Pythagorean theorem :converse

  About Pythagorean Inequality Theorems

  Special right triangles

Chapter : 18 Trigonometry

  Trigonometric ratios: sin, cos, and tan

  Solve Trigonometric ratios: csc, sec, and cot

  Find Trigonometric ratios : similar right triangles

  Complemantry angles :Trigonometric functions

  Find trigonometric functions of special angles

  Use calculator to Find trigonometric functions

  Inverses of trigonometric functions

  Trigonometric ratios: find a side length

  Trigonometric ratios: find an angle measure

  Solve a right triangle

  About -Law of Sines

  About -Law of Cosines


  Formula of sine : Area of a triangle

  Law of Sines :Area of a triangle

  Right triangle trigonometry :check point

Chapter : 19 Area and perimeter


  Area of rectangles and squares

  Parallelograms and triangles: Area

  Area of trapezoids

  Find the Area and perimeter : coordinate plane I

  Find the Area and perimeter: coordinate plane II

  Circle :Area and circumference

  Area of compound figures

  Area between two shapes

  Area and perimeter of similar figures

  Perimeter and area: changes in scale

  Use Heron's formula

  Review :Area and perimeter

Chapter : 20 Surface area and volume

  Surface area and volume of rectangular prisms

  Surface area of prisms and cylinders

  Surface area of pyramids and cones

  Surface area of spheres

  Volume of prisms and cylinders

  Pyramids and cones: Volume

  Spheres :Volume

  Find the missing length :Similar solids

  Find the Surface area & volume : similar solids

  Surface area and volume: changes in scale

  Perimeter, area, and volume: changes in scale

  Review :Surface area and volume

Chapter : 21 Circles

  Parts of a circle

  Measure the Central angles and arc

  Find the Arc length

  Conversion : radians and degrees

  Circle :Radians and arc length

  Circle :Area of sectors

  Review :Circle measurements

  Find the Arcs and chords

  About -Tangent lines

  Find the Perimeter of polygons with an inscribed circle

  About -Inscribed angles

  Find the Angles in inscribed right triangles

  Find the Angles in inscribed quadrilaterals I

  Find the Angles in inscribed quadrilaterals II

  Construct a tangent line to a circle

  Construct an equilateral triangle inscribed in a circle

  Construct a square inscribed in a circle

  Construct a regular hexagon inscribed in a circle

  Construct the inscribed or circumscribed circle of a triangle

  Checkpoint: Angles and lines in circles

  Checkpoint: Arc length and area of sectors

Chapter : 22 Circles and parabolas in the coordinate plane

  Center of a circle

  Radius or diameter of a circle

  Equations of circles in standard form from graphs

  Use properties to Write equations of circles in standard form

  Conversion of equations : general to standard form

  Properties of circles from equations in general form

  From equations in standard form :Graph circles

  From equations in general form :Graph the circle

  Vertex of a parabola

  Focus or directrix of a parabola

  Axis of symmetry of a parabola

  Use graph to Write equations of parabolas in vertex form

  Use properties to Write equations of parabolas in vertex form

  Convert equations of parabolas: general to vertex form

  Properties of a parabola from equations in general form

  Parabolas :Graph

  Equations of circles :Check point

Chapter : 23 Measurement

  Convert rates and measurements: customary units

  Convert rates and measurements: metric units

  Conversion : square and cubic units of length


  Greatest possible error

  Minimum and maximum area and volume

  Percent error

  Percent error: area and volume

  Calculate density, mass, and volume

Chapter : 24 Probability

  Theoretical and experimental probability

  Outcomes of compound events

  Identify independent and dependent events

  Probability of independent and dependent events

  Counting principle


  Permutation and combination notation

  Use combination and permutation to Find probabilities

  Find probabilities using two-way frequency tables

  Independent events

  Conditional probabilities

  Conditional and Independencel probability

  Find conditional probabilities using two-way frequency tables

  Find the Geometric probability

  Use addition rule to Find probabilities

Chapter : 25 Vectors

  Use Compass : directions and vectors

  Magnitude of a vector

  Component form of a vector

  Component form of a vector given its magnitude and direction angle

  Use triangle method to Graph a resultant vector

  Use parallelogram method to Graph a resultant vector

  Add vectors

  Subtract vectors

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