coterminal-test se related questions ko ek jagah revise karein. Har question me bilingual content, answer feedback aur explanation available hai.
4 questions tagged with coterminal-test.
Which angle is coterminal with \( -75^\circ \)?
B. \(285^\circ\)
\(-75^\circ+360^\circ=285^\circ\) है। सहसमापी कोणों का अंतर \(360^\circ\) का गुणज होता है। / \(-75^\circ+360^\circ=285^\circ\). Coterminal angles differ by a multiple of \(360^\circ\).
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Which statement about \(1485^\circ\) and \(45^\circ\) is correct?
D. वे सहसमापी कोण हैंThey are coterminal angles
\(1485^\circ-45^\circ=1440^\circ=4\times360^\circ\) इसलिए वे सहसमापी हैं। अंतर \(360^\circ\) का गुणज हो तो सहसमापी मानें। / \(1485^\circ-45^\circ=1440^\circ=4\times360^\circ\), so they are coterminal. If the difference is a multiple of \(360^\circ\), consider them coterminal.
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Which statement about \(135^\circ\) and \(-225^\circ\) is correct?
B. वे सहसमापी कोण हैंThey are coterminal angles
(135^\circ-\(-225^\circ\)=360^\circ) है इसलिए वे सहसमापी कोण हैं। अंतर \(360^\circ\) का गुणज हो तो कोण सहसमापी होते हैं। / (135^\circ-\(-225^\circ\)=360^\circ), so they are coterminal angles. If the difference is a multiple of \(360^\circ\), the angles are coterminal.
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Which statement about \(725^\circ\) and \(5^\circ\) is correct?
B. वे सहसमापी कोण हैंThey are coterminal angles
\(725^\circ-5^\circ=720^\circ=2\times 360^\circ\) इसलिए वे सहसमापी हैं। अंतर \(360^\circ\) का गुणज हो तो कोण सहसमापी होते हैं। / \(725^\circ-5^\circ=720^\circ=2\times 360^\circ\) so they are coterminal. If the difference is a multiple of \(360^\circ\) the angles are coterminal.
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