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Comprehensive Digital Assessment - Form B

Comprehensive Digital Assessment (20 questions across 4 rounds) - Unit 2: Trigonometry and Plane Geometry

19 مشاهدة آخر تحديث: 18 أكتوبر 2026
Comprehensive Digital Assessment - Form B
Sec 1 - Mathematics Unit 2: Trigonometry and Plane Geometry

Comprehensive Digital Assessment - Form B

Comprehensive Digital Assessment (20 questions across 4 rounds) - Unit 2: Trigonometry and Plane Geometry

Milestone 1 of 4 Round 1: Launch Questions (1 - 5)
Question 1 of 20 1 Mark
An angle measuring -750° in standard position terminates in quadrant:
Question 2 of 20 1 Mark
The arc length subtended by an inscribed angle of 60° in circle of radius 6 cm is:
Question 3 of 20 1 Mark
If cos θ = 0.6 with 270° < θ < 360°, tan θ equals:
Question 4 of 20 1 Mark
sin (-30°) + cos 60° equals:
Question 5 of 20 1 Mark
Area of an equilateral triangle with side length 6 cm is:
Question 6 of 20 1 Mark
Two similar triangles have areas 48 cm² and 27 cm². Their perimeters ratio is:
Question 7 of 20 1 Mark
In trapezoid ABCD with AD // BC, diagonals intersect at M with AM/MC = 2/5. If Area(ΔAMD) = 12, Area(ΔBMC) is:
Question 8 of 20 1 Mark
Tangent EA = 8 cm and secant EBC through center has EB = 4 cm. Circle radius r is:
Question 9 of 20 1 Mark
tan 1° · tan 2° · ... · tan 89° evaluates to:
Question 10 of 20 1 Mark
If sin θ = 3/5 with θ acute, then sin(180° - θ) + cos(90° - θ) is:
Question 11 of 20 1 Mark
The exterior bisector of the vertex angle of an isosceles triangle is:
Question 12 of 20 1 Mark
If PM(A) = 144 and radius r = 5 cm, the shortest distance from point A to the circle circumference is:
Question 13 of 20 1 Mark
(1 - cos² θ) · csc² θ simplifies to:
Question 14 of 20 1 Mark
If 3 tan x = 4 with x ∈ [π, 3π/2], the value of 5 sin x + 10 cos x is:
Question 15 of 20 1 Mark
In right ΔABC with legs 6 and 8 cm, the area of its circumcircle is:
Question 16 of 20 1 Mark
In ΔABC with internal bisector AD, AB = 12, AC = 15, BC = 18. Length of AD is:
Question 17 of 20 1 Mark
Tangents AB and AC from A to circle M have AB = 6 cm and m(∠BAC) = 60°. Chord BC is:
Question 18 of 20 1 Mark
If sin θ = cos (2θ - 30°) where θ is acute, then θ equals:
Question 19 of 20 1 Mark
Two similar polygons have side ratio 2 : 3. If difference between areas is 45 cm², smaller area is:
Question 20 of 20 1 Mark
The central angle measuring π/6 radians equals in degrees:

All assessment rounds completed!

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رحلة التعلم المستمرة — Math (لغات)
الدرس 16 من 16
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الدرس السابق Comprehensive Digital Assessment - Form A

معلومات الدرس

المرحلة:
المرحلة الثانوية
الصف:
الصف الأول الثانوي
المادة:
Math (لغات)
الوحدة:
Unit 2: Trigonometry and Plane Geometry

دروس Unit 2: Trigonometry and Plane Geometry

1 Directed Angles and Radian Measure 2 Trigonometric Functions & The Unit Circle 3 Related Angles and General Trigonometric Solutions 4 Similarity of Triangles and Criteria 5 Thales' Theorem and Power of a Point 6 Comprehensive Mastery Review in Trigonometry & Geometry 7 Comprehensive Digital Assessment - Form A 8 Comprehensive Digital Assessment - Form B الحالي