यदि (p(x)=(s-2)x-3+(s+1)x-2+5) शून्य से अलग स्थिर बहुपद हो, तो क्या संभव है?

If (p(x)=(s-2)x-3+(s+1)x-2+5) is a non-zero constant polynomial, what is possible?

Explanation opens after your attempt
Correct Answer

C. कोई ऐसा (s) नहीं हैNo such (s) exists

Step 1

Concept

For a constant polynomial, both (s-2=0) and (s+1=0) are required. One value of (s) cannot satisfy both conditions.

Step 2

Why this answer is correct

The correct answer is C. कोई ऐसा (s) नहीं है / No such (s) exists. For a constant polynomial, both (s-2=0) and (s+1=0) are required. One value of (s) cannot satisfy both conditions.

Step 3

Exam Tip

स्थिर बहुपद के लिए (s-2=0) और (s+1=0) दोनों चाहिए। एक ही (s) दोनों शर्तें पूरी नहीं कर सकता।

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यदि (p(x)=(s-2)x-3+(s+1)x-2+5) शून्य से अलग स्थिर बहुपद हो, तो क्या संभव है? / If (p(x)=(s-2)x-3+(s+1)x-2+5) is a non-zero constant polynomial, what is possible?

Correct Answer: C. कोई ऐसा (s) नहीं है / No such (s) exists. Explanation: स्थिर बहुपद के लिए (s-2=0) और (s+1=0) दोनों चाहिए। एक ही (s) दोनों शर्तें पूरी नहीं कर सकता। / For a constant polynomial, both (s-2=0) and (s+1=0) are required. One value of (s) cannot satisfy both conditions.

Which concept should I revise for this Mathematics MCQ?

For a constant polynomial, both (s-2=0) and (s+1=0) are required. One value of (s) cannot satisfy both conditions.

What exam hint can help solve this Mathematics question?

स्थिर बहुपद के लिए (s-2=0) और (s+1=0) दोनों चाहिए। एक ही (s) दोनों शर्तें पूरी नहीं कर सकता।