find a quadratic polynomial whose zeroes are 5+root2 and 5-root2
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Answered by
11
Hiiii friend,
(5+✓2) and (5-✓2) are the two zeros.
Sum of zeros = (5+✓2+5-✓2) = 10
And,
Product of zeros = (5+✓2)(5-✓2) = (5)² - (✓2)² = 25-2 = 23
Therefore,
Required Quadratic polynomial = X²-(Sum of zeros)X + (Product of zeros)
=> X²-(10)X+23
=> X²-10X+23
HOPE IT WILL HELP YOU...... :-)
(5+✓2) and (5-✓2) are the two zeros.
Sum of zeros = (5+✓2+5-✓2) = 10
And,
Product of zeros = (5+✓2)(5-✓2) = (5)² - (✓2)² = 25-2 = 23
Therefore,
Required Quadratic polynomial = X²-(Sum of zeros)X + (Product of zeros)
=> X²-(10)X+23
=> X²-10X+23
HOPE IT WILL HELP YOU...... :-)
Answered by
7
Hello friend
Good evening
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Your answer is present in the given attachment
I hope it will help you a lot
Thanks
✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️
Good evening
❤❤❤❤❤❤❤❤❤❤❤❤❤❤
Your answer is present in the given attachment
I hope it will help you a lot
Thanks
✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️✴️
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