Math, asked by kolligeetharani, 9 months ago

degree of the polynomial 3xsq+5x+2 is​

Answers

Answered by Anonymous
1

Given polynomial is 3x

Given polynomial is 3x 2

Given polynomial is 3x 2 −5x−2.

Given polynomial is 3x 2 −5x−2.X=

Given polynomial is 3x 2 −5x−2.X= 6

Given polynomial is 3x 2 −5x−2.X= 6−(−5)±

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 =

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 6

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, then

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x 2

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x 2 −5x−2=3(X−2)(X+

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x 2 −5x−2=3(X−2)(X+ 3

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x 2 −5x−2=3(X−2)(X+ 31

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x 2 −5x−2=3(X−2)(X+ 31

Given polynomial is 3x 2 −5x−2.X= 6−(−5)± 25+24 = 65±7 =2 or 3−1 If α and β are roots of the equation ax 2 +bx+c=0, thenax 2 +bx+c=a(X−α)(X−β)Hence, 3x 2 −5x−2=3(X−2)(X+ 31 )

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