A mail carrier must deliver mail to houses in a subdivision shown in the following map. Lines represent streets and letters represent houses. List the houses in the order the mail carrier will deliver mail as she travels each street exactly once and mark the map to show the route. Can she start and stop at the same house? Explain.
There is more than one solution; but the carrier must start at N or M (an odd vertex) and stop at N or M. The carrier cannot start and stop at the same house.
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Determine whether the given function satisfies a Laplace equation.f(x, y, z) = cos (-8x) sin (8y) e(
z)
A. Yes B. No
Solve the system of equations using substitution.
A. x = -5, y = -1; x = 8, y = 
or (-5, -1), 
B. x = 5, y = 1; x = -8, y = - 
or (5, 1), 
C. x = 5, y = 1; x = - 
, y = -8
or (5, 1), 
D. x = -5, y = -1; x = 
, y = 8
or (-5, -1), 
Use the appropriate geometric formula to determine the missing dimension (radius, length, or height).Use 3.14 for ?. Round to the nearest hundredth when appropriate.A can with a surface area of 345 square feet and a radius of 2 feet.
A. h = 319.88 ft B. h = 23.47 ft C. h = 50.94 ft D. h = 25.47 ft
Find the sum of the n terms of the indicated geometric sequence with the given values.2, 6, 18, . . . ; n = 5
A. 245 B. 244 C. 252 D. 242