Question

x = 5 + 6coseco, y = 3 + 8coto ​

Answer 1

Answer:

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given,

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosec

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso,

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cot

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cotFrom the properties of trigonometry :

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cotFrom the properties of trigonometry : cosec^2 A - cot^2 A= 1

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cotFrom the properties of trigonometry : cosec^2 A - cot^2 A= 1Therefore,

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cotFrom the properties of trigonometry : cosec^2 A - cot^2 A= 1Therefore,= > cosec^2 - cot^2

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cotFrom the properties of trigonometry : cosec^2 A - cot^2 A= 1Therefore,= > cosec^2 - cot^2 = > [ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1

Answer:[ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1Step-by-step explanation:Given, x = 5 + 6 cosec x - 5 = 6 cosec ( x - 5 ) / 6 = cosecAlso, y = 3 + 8 cot y - 3 = 8 cot ( y - 3 ) / 8 = cotFrom the properties of trigonometry : cosec^2 A - cot^2 A= 1Therefore,= > cosec^2 - cot^2 = > [ ( x - 5 ) / 6 ]^2 - [ ( y - 3 ) / 8 ]^2 = 1 Eliminated.

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Answer 2

Answer:

please see the attachment