**WILL GIVE BRAINLIEST PLEASE HELP**
1 answer:
Answer:
d. $1617
Step-by-step explanation:
The problem parameters are used to identify the row and column to use in each table. The values at that location are added and multiplied by the driver rating factor to get the annual premium. (We aren't exactly sure whether we're computing Ivan's premium or Miller's premium, as the problem text seems ambiguous on that point.)
The (raw) cost of liability insurance is at the intersection of the column for 50/100 bodily injury and the row for 50,000 property damage. It is $344.
The (raw) cost of collision coverage is at the intersection of the column for rating group 13 and the row for age group B. It is $284.
The (raw) cost of comprehensive coverage is at the intersection of the column for rating group 13 and the row for age group B. It is $107.
To get the annual premium the sum of these table values is multiplied by the driver rating factor of 2.2:
annual premium = 2.2×($344 +284 +107) = 2.2×$735 = $1617
You might be interested in
Answer:
LA = 1,187.5 ft^{2} and SA = 1,803.3 ft^{2}
Step-by-step explanation:
We are given, the radius 'r' of the cone is 14 ft and the slant height 'l' is given by 27 ft.
Now, we know that the formula for the lateral area =
i.e. lateral are =
i.e. lateral area = 1187.52 ft^{2}
Hence, lateral area rounded off to nearest tenth is 1187.5 ft^{2}.
Next, we know the formula for surface area of a cone =
i.e. surface area =
i.e. surface area = 1803.27 ft^{2}
Hence, the surface area rounded off to the nearest tenth is 1803.3 ft^{2}.