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26 Dec 2025, 23:42
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For A total cost for
3h 20 min would be
EFee + X + X = EF + 2X
For B total cost would be
3X/2 + 3X/2 * 3 = 6X
both need to be same
Therefore
EF + 2X = 6X
EF = 4X
Now we need
EF for A and total charge for B
So in terms of EF for total charge for B is 3EF/2
Now we will try different option
So if we put EF = 8 then total charge would be 12$ Hence the only option that matches
Hence Answer
Entry Fee for A = 8$ and Total Charge would be B = 12$
3h 20 min would be
EFee + X + X = EF + 2X
For B total cost would be
3X/2 + 3X/2 * 3 = 6X
both need to be same
Therefore
EF + 2X = 6X
EF = 4X
Now we need
EF for A and total charge for B
So in terms of EF for total charge for B is 3EF/2
Now we will try different option
So if we put EF = 8 then total charge would be 12$ Hence the only option that matches
Hence Answer
Entry Fee for A = 8$ and Total Charge would be B = 12$
26 Dec 2025, 23:44
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A charges Flat fee for 2 hours + additional x for each additional hour
Let entry fee = F
Total for A = F + 2x
Total for B = (3x/2) x 4 hours = 6x
For the condition of the question to satisfy,
F + 2x = 6x
F = 4x
From the options we have Plan A entry fees. Calculate by substituting value in the equation.
4 = 4x
x = 1
6x = 6, but it is not in the option. Hence no.
Similarly, checking all options,
When F = 8
8 = 4x
x = 2
and 6x = 6 x 2 = 12
This satisfy the options given.
Hence A entry = 8
B total = 12
Let entry fee = F
Total for A = F + 2x
Total for B = (3x/2) x 4 hours = 6x
For the condition of the question to satisfy,
F + 2x = 6x
F = 4x
From the options we have Plan A entry fees. Calculate by substituting value in the equation.
4 = 4x
x = 1
6x = 6, but it is not in the option. Hence no.
Similarly, checking all options,
When F = 8
8 = 4x
x = 2
and 6x = 6 x 2 = 12
This satisfy the options given.
Hence A entry = 8
B total = 12
26 Dec 2025, 23:49
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Say entry fee under Plan A is y that covers 2 hours, the next 1 hour and 20 minutes will charge 2x covering 3 hours 20 minutes
Under Plan B 1st hour charge 3x/2
The next 2 hour 20 minutes need 3×3x/2=9x/2
For the both the cost to be equal
we can write,
y+2x= 3x/2 + 9x/2=6x
So y=4x. And total cost of Plan B 6x,
From the options, Answer can be 8 and 12 for entry fee and Plan B cost respectively
Under Plan B 1st hour charge 3x/2
The next 2 hour 20 minutes need 3×3x/2=9x/2
For the both the cost to be equal
we can write,
y+2x= 3x/2 + 9x/2=6x
So y=4x. And total cost of Plan B 6x,
From the options, Answer can be 8 and 12 for entry fee and Plan B cost respectively
