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The taxi charges in Hyderabad are fixed, along with the charge for the distance covered. For a distance of 10 km., the charge paid is D220. For a journey of 15km. the charge paid is D310.
i. What are the fixed charges and charge per km?
ii. How much does a person have to pay for travelling a distance of 25 km?
Answers
Answered by
5
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✌️✌️Hey mate,
Let fixed charge be x
And charge per km be y
So, x+10y=220 (1)
and x+15y=310 (2)
solving the equations,
equation(2)-equation(1)
x+15y - x-10y=310 -220
5y =90
y=Rs.18
put value of y in equation(1)
x+10*18=220
x=220-180
x=Rs.40
We have
y=Rs18, x=Rs 40
For a distance of 25 km,
A person have to pay (40+25*18)=Rs 490.
Hope it helps.
Thanks
Nice to help you ✌️✌️
✌️✌️Hey mate,
Let fixed charge be x
And charge per km be y
So, x+10y=220 (1)
and x+15y=310 (2)
solving the equations,
equation(2)-equation(1)
x+15y - x-10y=310 -220
5y =90
y=Rs.18
put value of y in equation(1)
x+10*18=220
x=220-180
x=Rs.40
We have
y=Rs18, x=Rs 40
For a distance of 25 km,
A person have to pay (40+25*18)=Rs 490.
Hope it helps.
Thanks
Nice to help you ✌️✌️
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Answered by
4
Hello!!
Solution:
Let fixed charge be p
And charge per km be q
So, p + 10q = 220 .... (1)
and p + 15q = 310 .... (2)
Solving the equations,
=> equation(2) - equation(1)
p+15q - p - 10q = 310 -220
5q =90
q=Rs.18
put value of q in equation(1)
p+10*18=220
p=220-180
p=Rs.40
We have
q=Rs18, p=Rs 40
For a distance of 25 km,
A person have to pay (40+25*18)=Rs 490.
Hope it helps!
Solution:
Let fixed charge be p
And charge per km be q
So, p + 10q = 220 .... (1)
and p + 15q = 310 .... (2)
Solving the equations,
=> equation(2) - equation(1)
p+15q - p - 10q = 310 -220
5q =90
q=Rs.18
put value of q in equation(1)
p+10*18=220
p=220-180
p=Rs.40
We have
q=Rs18, p=Rs 40
For a distance of 25 km,
A person have to pay (40+25*18)=Rs 490.
Hope it helps!
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