Solve the problem.Use Newton's method to find the positive fourth root of 2 by solving the equation 
Start with 
and find x2.
What will be an ideal response?
f(x) = x4 - 2, f '(x) = 4x3
x1 = 1
xn + 1 = xn - 
= 
therefore x2 = 1.2500
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Use an increment of 0.3 to estimate the value of 
at 
if 
varid="variable_id_field" variablename="impvar_5eeb0d5e09644576a0fd33444" />. Round your answer to two decimal places. ? A. -0.13 B. -0.04 C. 0.00 D. None of the above
Complete the table and use it to solve the given equation.
= 5
A. -26 B. No solution C. -15 D. -6
Solve for the amount of discount and amount due.Invoice amt: $38.71Invoice date: May 15Terms: 2/10, net 30Date paid: May 24
A. Amount of discount: $3.87; amount due: $34.84 B. Amount of discount: $7.74; amount due: $30.97 C. Amount of discount: $0; amount due: $38.71 D. Amount of discount: $0.77; amount due: $37.94
Determine if the given value is a solution to the given equation.-5,
8x = 45 - x
A. Yes B. No