A 21-year-old female driver buys 25/50/50 liability insurance, collision insurance with a $500 deductible, and comprehensive ins
urance with a $250 deductible.
What is her total annual car insurance premium?
$715.00
$858.00
$1036.75
$1230.00
What is her total annual car insurance premium?
$715.00
$858.00
$1036.75
$1230.00
2 answers:
Answer:
Total annual car insurance premium = $715
Missing Chart:
The question is incomplete and misses the chart which signifies the cost for bodily injury, collison and comprehensive insurance.
I have attached the missing chart.
Step-by-step explanation:
Using the chart, we will look at the following on the chart:
a) Bodily injury 25/50 having premium of <em>$</em><u><em>220 </em></u>
50 Property damage with premium of <em>$</em><u><em>245</em></u>
b) Collision insurance with $500 deductible has cost of <em>$</em><u><em>148</em></u>
c) Comprehensive insurance with $250 deductible has cost of <em>$</em><u><em>102</em></u>
Adding all these values :
220 +245 +148 +102 = $715
Which is the total annual car insurance premium
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Answer:
See below
Step-by-step explanation:
This is just the same as n≤5, which would look like the attached number line.
Answer:
The solution of this system of equations is (3 , -8)
Step-by-step explanation:
The given system is
x + 2y = -13
12x + 5y = -4
We make x the subject of the first equation and put it into the second:
We put this expression for x into the second equation
12(-13-2y)+5y=-4
-156-24y+5y=-4
-24y+5y=-4+156
-19y=152
y=-8
We substitute y=-8 into x=-13-2y to get:
The solution of this system of equations is (3 , -8)