Help need for q13
Q17
And
Q19
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19) sec + tan = p
On squaring both side we get
= (sec^2 + tan^2 + 2sec tan) = p^2
= 1/cos^2 + sin^2/cos^2 + 2(1/cos)(sin/cos) = p^2
= ( 1 + sin^2 + 2sin) / cos^2 = p^2
= (sin+ 1)^2 /( 1 - sin^2) = p^2
= (1+sin)(1+ sin) / (1+sin)(1 - sin) = p^2
= 1+sin / 1-sin = p^2
= 1 + sin = p^2 - p^2 sin
= 1 - p^2 = - sin - p^2sin
= 1 - p^2 = - sin (1 + p^2)
= p^2 - 1 / p^2 + 1 = sin
THANKS
On squaring both side we get
= (sec^2 + tan^2 + 2sec tan) = p^2
= 1/cos^2 + sin^2/cos^2 + 2(1/cos)(sin/cos) = p^2
= ( 1 + sin^2 + 2sin) / cos^2 = p^2
= (sin+ 1)^2 /( 1 - sin^2) = p^2
= (1+sin)(1+ sin) / (1+sin)(1 - sin) = p^2
= 1+sin / 1-sin = p^2
= 1 + sin = p^2 - p^2 sin
= 1 - p^2 = - sin - p^2sin
= 1 - p^2 = - sin (1 + p^2)
= p^2 - 1 / p^2 + 1 = sin
THANKS
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