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Some= 1 ,p=1 There Some =1, p=1 -b/a=1/1 => c/a =1/1, b/a =-1/1 Therefore a=1,b=-1,c=1 A(x)²+b(x)²+c (x)²+(-1)x+1 =(X)²-x+1 answer Ye asan tarika hai Aur sirf 2 marks ka hai 😎
The digit of a positive integer having three digits are in AP and their sum is 15 the number obtained by reversing the digit is 594 less than the original number find the number Please give solution of this question If you are ready to give solution then give reply or anything that I can go though it Thank you
sir please, can you add some important questions also of the chapter? AS we are revising, so that the other important questions also get solved. I know that other questions are available in one shot and warrior series but as we are practicing, it would be good to solve all types of question at once and at one place. please sir add some most important questions also in the series. thankyou!
According to new ncert book [Vi] questions is (4,1) we should to find sum and product of its zeros Ans : formula which is k( x²-sum of zeros+ product of zero) K( x²- 4x+1) K( x²-4x +1) Put k = 1 1 ( x²- 4x +1) Final answer is x² - 4x+1
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51:56
K(x2-4x+1)
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51:49
(vi). 4,1
Solution. We know that general equation of quadratic polynomial is:
x2 - (sum of roots x ) + (product of roots)
Hence
x2 - 4x +1
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51:49 -
(vi) 4, 1
We know that the general equation of a quadratic polynomial is:
x2 - (sum of roots) x + (product of roots)
x2 - 4x + 1
Yes..
Sum of zeroes and product of zeroes *
Ya..
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a+B=4
aB=1
Quadratic polynomial is
K[x²-(sum of zeroes)x+product of zeroes]
K[x²-4x+1]
If K=1
then the quadratic polynomial is x²-4x+1 Answer
X^2 - 4x + 1 h.w
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51:54 answer = x^2 - 4x +1
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q-2,part-6,
sum=4 and product=1
k[x^2-{sum of zeroes}x+ product of zeroes]
k[x^2-{4}x+1]
k[x^2-4x+ 1]
let, k=1
x^2-4x+1
23:27 : isme b ki value (-4) hai aur formula hai -b/a. To ye hoga -(-4) jo ki plus +4 ho jayega.
Nahi -4 he hoga kyuki ye ek formula hai jisme negative hona must hai
Ax- bx +c yeh formula hai bhai
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X square - 4 x + 1 answer of the last question
x²-4x+1
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51:58
Answer is x^2 - 4x + 1
Shi h
51:47 H/W = x²-4x+1😊
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Same here...🐼🌛
Sir ans is x square - 4x+1
Answer is x2-4x+1
Wrong
It's x² -4x + 1
Tumhara x2 - 4x + 1 toh bhai....
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Some= 1 ,p=1
There
Some =1, p=1
-b/a=1/1 => c/a =1/1,
b/a =-1/1
Therefore
a=1,b=-1,c=1
A(x)²+b(x)²+c
(x)²+(-1)x+1
=(X)²-x+1 answer
Ye asan tarika hai
Aur sirf 2 marks ka hai 😎
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x²-4x+1 last answer
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x2-4x+1 Ans last bale ka
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51:57 solution----- K[x²-4x+1] ....
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51:49 x^²-4x+1
The digit of a positive integer having three digits are in AP and their sum is 15 the number obtained by reversing the digit is 594 less than the original number find the number
Please give solution of this question
If you are ready to give solution then give reply or anything that I can go though it
Thank you
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4,1 ka answer sum=4 product=1 xsquare -4x+1=0
x²-4x+1 ans of homework 🙂🙂
x2-4x+1=0
Answer of Homework Question
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Sir us ka ans hai x to the power 2- 4x+1 X2-4x+1
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H.W:-x²-4x+1
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Q2 last part answer :- x² - 4x + 1.
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What we did at 17:37 I understood that, but my doubt is why are we not repeating at 24:40 ?
bx place is diff in first que
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52:03 Answer of last question is = x²-4x+1 is 💯 correct 💯....
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51:49 Answer is x2-4x+1
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51:37
Ans
(2)iv x^2-4x+1
homework question
x^2 - 4x + 1
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51:53
X²-4x+1
Thankyou sir ❤️
hw ans x²-4x+1
sir please, can you add some important questions also of the chapter? AS we are revising, so that the other important questions also get solved. I know that other questions are available in one shot and warrior series but as we are practicing, it would be good to solve all types of question at once and at one place.
please sir add some most important questions also in the series.
thankyou!
last question answer = x^2-4x+1 .
I wiss all student get 90/+:marks in board exam ❤
Last ques answer is
x^2-4x+1
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52:01 x^2+4x-1
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Ans. p (x) = k(x²-4x+1)
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Last question answer is x2-4x+1 52:41
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X²-4X+1.... ////\\\ ❤❤
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How it is possible😂
Answer is - x²-4x+1
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According to new ncert book [Vi] questions is (4,1) we should to find sum and product of its zeros
Ans : formula which is k( x²-sum of zeros+ product of zero)
K( x²- 4x+1)
K( x²-4x +1)
Put k = 1
1 ( x²- 4x +1)
Final answer is x² - 4x+1