$\text { Suppose the vector } \mathbf { u } = ( 3242,1455,2235 \} \text { gives the numbers of hamburgers, chicken }$ sandwiches, and cheeseburgers, respectively, sold at a fast-food restaurant in one week. The vector $\mathbf { v } = \langle 1.44,2.49,1.69 \}$ gives the prices (in dollars) per unit for the three food items. Determine the total revenue that the restaurant earned on its three products for that week. Round your answer to two decimal places.
A) $\$ 12,079.58$
B) $\$ 12,118.58$
C) $\$ 24,138.16$
D) $\$ 12,068.58$
E) $\$ 24,136.16$

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The Answer of $\text { Suppose the vector } \mathbf { u } = ( 3242,1455,2235 \} \text { gives the numbers of hamburgers, chicken }$ sandwiches, and cheeseburgers, respectively, sold at a fast-food restaurant in one week. The vector $\mathbf { v } = \langle 1.44,2.49,1.69 \}$ gives the prices (in dollars) per unit for the three food items. Determine the total revenue that the restaurant earned on its three products for that week. Round your answer to two decimal places.
A) $\$ 12,079.58$
B) $\$ 12,118.58$
C) $\$ 24,138.16$
D) $\$ 12,068.58$
E) $\$ 24,136.16$

Suppose the vector u=(3242,1455,2235} gives the numbers of hamburgers, chicken \text { Suppose the vector } \mathbf { u } = ( 3242,1455,2235 \} \text { gives the numbers of hamburgers, chicken } Suppose the vector u=(3242,1455,2235} gives the numbers of hamburgers, chicken

$\text { Suppose the vector } \mathbf { u } = ( 3242,1455,2235 \} \text { gives the numbers of hamburgers, chicken }$