Find an upper bound for the magnitude |E| of the error in the linear approximation L to f at the given point over the given region.  at  R: |x + 3| ? 0.1, |y + 4| ? 0.1

A. |E| ? 0.01
B. |E| ? 0.04
C. |E| ? 0.02
D. |E| ? 0


Answer: D

Mathematics

You might also like to view...

Determine the symmetries of the curve.r = 16 cos 8?

A. y-axis only B. x-axis only C. No symmetry D. x-axis, y-axis, origin

Mathematics

Solve the problem.Find the length of the curve y = ln(csc x), ?/3 ? x ? ?/2

A. - ln()
B. ln( + 1)
C. ln(2)
D. ln()

Mathematics

Solve the problem.If m?x = 47° in the following figure, find the measures of ?w, ?y, and ?z. 

A. m?z = 47°, m?w = m?y = 133° B. m?z = 133°, m?w = m?y = 47° C. m?z = 47°, m?w = m?y = 43° D. m?z = 43°, m?w = m?y = 133°

Mathematics

Solve the inequality. + 3 < 8

A.  ? 
B.
C.
D. ?

Mathematics