Find d²y/dx² when:
x=at³,y=bt²
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Answer:
1st angle = 38°
2nd angle = 52°
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\orange{\bigstar}★ Given \green{\bigstar}Given★ ★
1 . The measure of one angle is 12 degree more than half the measure of its compliment
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Two angles
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Let 1st angle be , " x "
So , Complementary angle be ,
" ( 90 - x ) "
From condition 1 ,
⇒ x = ( 90 - x ) / 2 + 12
⇒ 2x = 90- x + 24
⇒ 2x + x = 90 + 24
⇒ 3x = 114
⇒ x = 38 \pink{\bigstar}★ ★
So ,
1st angle , x = 38°
2nd angle , ( 90 - x ) = 52°
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