# In right angle triangle ABC, 8cm, 15cm and 17cm are the lenghts of AB, BC and CA then find out sinA, cosA, tanA, cotA, cosecA and secA

$\\\text{We have given:} \ \text{Angle B } = 90^{\circ} \\\\ \text{For angle A } \\ \text{base(B) }= 8 \text{cm} \\ \text{perpendicular(P) }=15\text{ cm} \\ \text{hypotensue(H) }= 17 \text{ cm } \\\\ \text{sinA} =\frac{15}{17} \\\\ \text{cosA} = \frac{8}{17} \\\\ \text{tanA} =\frac{15}{8} \\\\ \text{cotA} = \frac{8}{15} \\\\ \text{cosecA} =\frac{17}{15}\\ \\ \text{secA} = \frac{17}{8} \\\\$

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