هيكل امتحان متقدم في الفيزياء للصف التاسع بريدج - الفصل الثاني 2023-2024 (2)

Academic Year العام الدرا

Term الفصل، Subject المادة، Grade الصف، Stream المسار

Number of MCQ عدد الأسئلة الموضوع ة

2 Physics- Bridge، الف اء 9، Advanced المتقدم، Marks of MCQ

درجة الأسئلة الموضوع ة

Number of FRQ

عدد الأسئلة المقال ة

Marks per FRQ

الدرجات للأسئلة المقال ة

Type of All Questions ن ع افة الأسئلة

MCQ/ الأسئلة الموضوع ة FRQ/ الأسئلة المقال ة

Maximum Overall Grade الدرجة القصوى الممكنة

Exam Duration - مدة الامتحان

100 150 minutes

Mode of Implementation - ط قة التطبيقSwiftAssess & Paper-Based

Calculator الآلة الحاس ة

Allowed مسموحة، Question* *السؤال 1

Learning Outcome/Performance Criteria** ** معاي الأداء/ناتج التعلم

Determine the components of a vector in cartesian coordinate system using trigonometry

Reference(s) in the Student Book

المرجع كتاب الطالب، Example/Exercise، Page، تم ن/مثال، الصفحة، figure

Resolve a vector into two orthogonal vectors in cartesian coordinate system

as explained in the textbook

Draw the free body diagram and apply Newton's Second Law for an object moving on a horizontal surface involving friction

figure 4

Define the coefficients of kinetic and static friction.

Distinguish between static and kinetic friction

Recall that for an object to be in equilibrium, the net force acting on it should be zero

77, 78

Describe the trajectory of a projectile

Solve problems related to friction

MCQ - الأسئلة الموضوع ة

Apply the relationships that relate the normal force to maximum static friction and to kinetic friction to calculate unknown

parameters like friction force, coefficient of friction or the normal force (Ff,static=μsN and Ff,kinetic=μkN).

Apply Newton's Laws along x and y axes for an object that moves on an inclined plane with and without friction

10 Explain the motion of horizontally launched projectiles, and show schematically the components of velocity and acceleration throughout the motion

Solve problems on horizontally launched projectiles using equations of motion and the

conditions of velocity and acceleration (vx=constant, ax=0).

Explain Kepler's Second Law which states that an imaginary line from the Sun to a planet

sweeps out equal areas in equal time intervals.

Find the equilibrant being the force having equal magnitude as the resultant force but

opposite direction

Apply Newton’s second law of motion to derive an expression for the centripetal/central force

in terms of tangential speed and radius of the circular path

Explain the law of universal gravitation and write it in equation form (Fg=(Gm1m2)/r2).

figure 3 Ex 1 and Q1

figure 3 57 20

figure 5

FRQ - الأسئلة المقال ة

16 Apply the relation of centripetal acceleration, tangential speed, and radius of circular path to calculate unknown parameters

Solve problems on projectiles launched at an angle using equations of motion and the conditions of velocity and

Ex 2

acceleration, and given launching angle

Determine the resultant of two or more vectors algebraically by adding the components of the vectors and find its magnitude (R2 =Rx 2 + Ry 2 ) and direction (=tan-1 (Ry/Rx))

19 Apply the relation of centripetal acceleration, tangential speed, and radius of circular path to calculate unknown parameters

Relate the centripetal acceleration to the object’s speed and the radius of the circular path

• Questions might appear in a different order in the actual exam, or on the exam paper in the case of G3 and G4. *
• * As it appears in the textbook, LMS, and (Main_IP). **

figure 8 and 9

.G4 وG3 أو ع ورقة الامتحان حالة الصف، قد تظهر الأسئلة ب ت ب مختلف الامتحان الفع . والخطة الفصل ةLMSما وردت كتاب الطالب و