Q1. Show that x^2+4x+7 has no zero.
Q2. Using Remaineder Theorem, show that polynomial p(x)=3X4-4X3-3x+4 is a multiple of x-1.
Q3. If 2x-√y=10 and xy= -√y, find value of 4x^2+7y^2.
Q4. Show that if 2(a^2+b^2)=(a+b)^2, then a=b
Please help quickly..answer fast thnks
Answers
Answered by
1
Q.no-2 x-1=0
x=1
p(x)=3*4-4*3-3x+4
p(1)=3*4-4*3-3*1+4
=12-12-3+4
=16-15
=1 ans
you are riti . i am raushan maharana
x=1
p(x)=3*4-4*3-3x+4
p(1)=3*4-4*3-3*1+4
=12-12-3+4
=16-15
=1 ans
you are riti . i am raushan maharana
Answered by
1
Q.no-2 x-1=0
x=1
p(x)=3*4-4*3-3x+4
p(1)=3*4-4*3-3*1+4
=12-12-3+4
=16-15
=1 ans
x=1
p(x)=3*4-4*3-3x+4
p(1)=3*4-4*3-3*1+4
=12-12-3+4
=16-15
=1 ans
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