In this lesson, we will learn how to find the definite integrals of trigonometric functions.

Q1:

Evaluate οΈ π₯ π π π 6 s i n d .

Q2:

Evaluate οΈ β 4 π₯ π π π 6 s i n d .

Q3:

Determine οΈ 5 ( π π§ ) π§ β 6 β 9 s i n d .

Q4:

Determine οΈ 6 ο» π π§ 4 ο π§ β 5 β 7 s i n d .

Q5:

Determine οΈ 4 ( π π§ ) π§ 9 4 s i n d .

Q6:

Determine οΈ 5 ο» π π§ 4 ο π§ 4 β 9 c o s d .

Q7:

Evaluate οΈ β 3 π π π 4 π 6 c s c d 2 .

Q8:

Evaluate οΈ 5 π π π 2 π 3 c s c d 2 .

Q9:

Determine οΈ ( 3 + π 7 π₯ ) π₯ π 4 π 2 β c o s d .

Q10:

Determine οΈ ( 4 + π 9 π₯ ) π₯ β β π 6 π 4 c o s d .

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