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Answer :
let mass of truck be t
mass of car A be a
and carB be b
so , a=2b-5
t=a+2135
putting a into t...
t=2b-5+2135
so, a+b+t=11350 ( putting all values)
2b-5+b+2b-5+2135=11350
so b=1845
a=3685
t=5820
so weight of Car A is 3685 lb
weight of Car B is 1845 lb
and truck is 5820 lb ......answers !!
mass of car A be a
and carB be b
so , a=2b-5
t=a+2135
putting a into t...
t=2b-5+2135
so, a+b+t=11350 ( putting all values)
2b-5+b+2b-5+2135=11350
so b=1845
a=3685
t=5820
so weight of Car A is 3685 lb
weight of Car B is 1845 lb
and truck is 5820 lb ......answers !!
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Rewritten by : Barada
The curb weights of car A is 3683 lb, of car B is 1844 lb, and that of the truck is 5818 lb.
To solve this problem, we need to create equations based on the information given:
The total weight of the truck (T), car A (A), and car B (B) is 11,350 lb.
The weight of car A is 5 lb less than twice the weight of car B.
The truck weighs 2135 lb more than car A.
Let's denote the weight of car B as B. Then, the weight of car A can be represented as 2B - 5. The weight of the truck could be represented as (2B - 5) + 2135.
Now, putting these expressions into the equation based on the total weight:
T + A + B = 11,350
(2B - 5 + 2135) + (2B - 5) + B = 11,350
Simplifying the equation:
5B + 2130 = 11,350
5B = 11,350 - 2130
5B = 9220
B = 1844
With B's value, we can find A and T:
A = 2B - 5 = 2 * 1844 - 5 = 3683
T = A + 2135 = 3683 + 2135 = 5818
So the curb weights of car A is 3683 lb, of car B is 1844 lb, and that of the truck is 5818 lb.