Enter the values for a and b that complete the sum: 3/x + 5/x^2= ax + b/ x^2
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Question :- Enter the values for a and b that complete the sum: 3/x + 5/x^2= ax + b/ x^2 ?
Solution :-
→ 3/x + 5/x^2= ax + b/ x^2
Adding the LHS part we get,
→ (3/x) + (5/x²)
taking LCM of denominators,
→ (3*x + 5)/x²
→ (3x + 5)/x²
Now, comparing with RHS, we get,
→ (3x + 5)/x² = (ax + b)/x²
therefore,
- a = 3
- b = 5 .
Hence, value of a is 3 and b is 5.
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