Question: 1. Write a polynomial function {(x) in expanded form where the only zeros are 1.4 and 6. O f (z) .133 - 1cm2 17.1: 28

 1. Write a polynomial function {(x) in expanded form where theonly zeros are 1.4 and 6. O f (z) .133 - 1cm2

1.

17.1: 28 O f (at) 3:3 932 143: 24 O f[2:) 339$2+14$+240 HI) 1-3 10.7;2 + 171- + 28 What can be deducedabout f(:) = 2:413333832 6:c154 from the following synthetic division result? 11 3S 6 154 7 42 28 154 Select a I thatapply. 3 (227) is a factor of x) 3 7 is a

Write a polynomial function {(x) in expanded form where the only zeros are 1.4 and 6. O f (z) .133 - 1cm2 17.1: 28 O f (at) 3:3 932 143: 24 O f[2:) 339$2+14$+24 0 HI) 1-3 10.7;2 + 171- + 28 What can be deduced about f(:) = 2:413333832 6:c154 from the following synthetic division result? 1 1 3S 6 154 7 42 28 154 Select a I that apply. 3 (227) is a factor of x) 3 7 is a lower bound forthe real zeros of m) 7 is a zero of x) 7 is a zero of f($) No correct answer is shown (3+7) is a factor of x) UULJUU 7 is an upper bound forthe real zeros of t} Find the zeros and vertical asymptote[s) of the function. if any. m2+3xi4 m) = 23+2 If there are multiple zeros, separate the answers with commas (N) If there are no zeros, enter 'none'. The zeros are at m = D Check Answer You can check your answer 'I more time before the question is locked. Complete the equation of the vertical asymptote. If there are multiple vertical asymptotes, separate the answers with commas (J. For example, if there are vertical asymptotes atx = 2 and x = 3. then enter '23". If there are no vertical asymptotes, enter "none". The vertical asymptote(s) are at a: = D A credit union client deposits $600 in an account earning 4% interest, compounded daily. What will the balance of the account he at the end of 26 years? Enterthe answer in dollars and cents, and round to the nearest cent, if needed. Balance a S D Use the properties of logarithms to expand and simplify the expression. 5+r log5 V 125r O I logs (a) - 3 - logs 4 O - logs (5 + x) - 3 - log5 X O - logs (5 + x) - 3 - 4 log5 X O - logs (5 + x) - 3 + - log5 X

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