Question

The sides AB, BC, CA of a right angled triangle are 17, 15, 8 respectively, the value of tan A sec B is equal to 8 17. (b) 17 8 (a) 15 17 (c) (d) 17 15​

Answer 1

Answer:

The answer is Option B IS CORRECT

Answer 2

Answer:

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In right angle triangle ABC, 8 cm, 15 cm and 17 cm are the length of AB,BC and CA respectively. Then, find out sinA,cosA and tanA

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Solution

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According to question,

Angle B =90

0

for angleA

base(B)=8cm

perpendicular(P)=15cm

hypotensue(H)= 17cm

sinA=

H

P

=

17

15

cosA=

H

B

=

17

8

tanA=

B

P

=

8

15