Tuesday, 14 January 2020
TRIGONOMETRY - PART - 30 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 21
Given : q tan A = p, find the value of:
p sin A – q cos A /p sin A + q cos A
TRIGONOMETRY - PART - 29 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 20
In a triangle ABC, AD is perpendicular to BC, sin B = 0.8, BD = 9 cm and tan C = 1. Find the length of AB, AD, AC and DC.
TRIGONOMETRY - PART - 28 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 19
In triangle ABC, AB = AC = 15 cm and BC = 18 cm.
Find: (i) cos B (ii) sin C (iii) tan^2 B – sec^2 B + 2
TRIGONOMETRY - PART - 27 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 18
In rhombus ABCD, diagonals AC and BD intersect each other at point 0.
If cosine of angle CAB is 0.6 and OB = 8 cm, find the lengths of the side and diagonals of the rhombus.
TRIGONOMETRY - PART - 26 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 17
In triangle ABC, Angle B = 90 degrees and
tan A = 0.75.
If AC = 30 cm, find the lengths of AB and BC.
TRIGONOMETRY - PART - 25 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 16
If 3 cos A = 4 sin A, find the value of:
(i) cos A (ii) 3 – cot ^2 A + cosec ^2 A.
TRIGONOMETRY - PART - 24 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 15
In the given fig. angle C is 90 degrees and D is the mid-point of AC Find (i) tan angle CAB / tan angle CDB and (ii) (i) tan angle ABC / tan angle DBC
TRIGONOMETRY - PART - 23 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 14
Given 5 cos A – 12 sin A = 0;
evaluate
(sin A + cos A) / (2 cos A – sin A)
TRIGONOMETRY - PART - 22 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 13
Given; 17 cosꝊ = 15;
find the value of tanꝊ + 2 secꝊ
TRIGONOMETRY - PART - 21 - TRIGONOMETRICAL RATIOS - 100 PROBLEMS
ICSE MATHS CLASS 9 – PAGE -294
EXERCISE – 22(B) – PROBLEM – 12
Given: 4 sinꝊ = 3 cosꝊ; find the value of
(i) sinꝊ
(ii) cosꝊ (iii) cot^2 Ꝋ - cosec^2 Ꝋ
(iv) 4 cos^2 Ꝋ - 3 sin^2 Ꝋ + 2
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