Remainder Theorem | Class 9th maths | Polynomials Class 9 | Explanation and Concept
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- Опубликовано: 15 окт 2024
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Sir what is the logic behind remainder theorem?
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Sir ek doubt hai ki how could be remainder same if take the no. 41 instead of 37
If divider is 12 then remainder = 5
If divider = 4 then remainder = 1
If divider = 3 then remainder will be 2
Please sir 🙏 time 8:35
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Sir why you have equated (x-a) and zero why not any other number?
Sir p(a)=remainder kaise pls tell??
p(a) ke division se hi remainder niklega that's why
I like ur explanation a lot
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3:20 you are saying g(x) represent divisor in polynomial and you are taking g(x) = 0 but we know that division by zero is not possible in mathematics. How come you divide a polynomial p(x) by g(x) and still get a real number.
Why we take g(x) = 0.
Please explain.
We equated g (x) as 0 only because for finding the value of x
Not for divide
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Gf nhi g(x)😂
Sir, why we put x-a=0 और g(x)=0
x-a = 0 because x-a is a linear polynomial and standard form of a linear polynomial is ax+b=0
Thanku sir❤
Jis example me 37 aur 12 liye hain,usme 48 aur 10 le kar dekhe...remainder same nhi aa rha hai...
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Why should we consider x+1=0
To find the value of X
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9:54 Maine x+2 ko hi gf Maan liya 😂😂
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Gx = x+2 why???
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In which class you are studying
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Quotient is different
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1:24 gf was personal
At 5:17 sorry gf nahi gf 😂😂😂😂😂 focus on gf😅😅
Gf nhi gx‼️
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g(x) ❌g(f)✅😂
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