Question

Find a quadratic polynomial whose zeros are 4 +root 6 and 4 - root 6

Answer 1

Answer:

k[x²-4x+10]

Step-by-step explanation:

zeores are = 4+√6 and 4-√6

formula to form quadractic polynomial =

k[ x² - ( Sum of zeroes )x + (Product of zeroes)]        here k is any constant.

k[ x² - (4+√6 +4-√6)x +((4+√6)(4-√6))]

k[x² - 4x + (16-6)]

k[x²-4x+10]

Answer 2

Answer:

hmm ok bye as above answer is confusing