\(\frac{{dy}}{{dx}} + 4y = \sin x?\) ద్వారా ఇవ్వబడిన అవకలన సమీకరణం యొక్క క్రమం ఏమిటి?

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  1. 0.5
  2. 1
  3. 2
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Answer (Detailed Solution Below)

Option 2 : 1

Detailed Solution

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వివరణ:

అవకలన సమీకరణం యొక్క క్రమం అంటే ఆ అవకలన సమీకరణంలో ఉండే అత్యధిక క్రమం యొక్క అవకలజాలను సూచిస్తుంది.

ఇచ్చిన సమీకరణంలో:

\(\frac{{dy}}{{dx}} + 4y = \sin x\)

సమీకరణంలో ఉన్న అత్యధిక క్రమ అవకలజం \(\rm\dfrac{dy}{dx}\), కాబట్టి ఇచ్చిన సమీకరణం యొక్క క్రమం 1

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