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uu have tanA+secA=5 this cn b wriiten as secA=5-tanA
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squaring both sides and replace sec2A=1+tan2A
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u get tanA=12/5
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u havwe tanA=12/5
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u can construc6t atriangle with perpendicular =12 and base=5
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u can find cosecA and cotA from this triangle
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and u get the answer is 1.5
sec2A - tan2A = 1 => (secA - tanA)(secA + tanA) = 1
secA - tanA = 1/(secA + tanA) = 1/5
Given secA + tanA = 5
Adding above two we get secA = 13/5
This produces a right angled triangle with base : b=5, perpendicular : p=12, hypotenuse : h=13
cosecA + cotA = h/p + b/p = 13/12 + 5/12 = 18/12 = 3/2
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