Following are the car parking charges near a railway station up to:

$\begin{matrix} 4 h o u r s & R s . 60 8 h o u r s & R s .100 12 h o u r s & R s .140 24 h o u r s & R s .180 \end{matrix}$

Check if the parking charges are in direct proportion to the parking time.

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Solution

Charges per hour:
$C_{1} = \frac{60}{4} = R s . 15 C_{2} = \frac{100}{8} = R s . 12.50 C_{3} = \frac{140}{12} = R s . 11.67 C_{4} = \frac{180}{24} = R s . 7.50$

Here, the charges per hour are not same, i.e.,
$C_{1} \neq C_{2} \neq C_{3} \neq C_{4}$
Therefore, the parking charges are not in direct proportion to the parking time.

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Similar questions

Following are the car parking charges near a railway station up to:

$\begin{matrix} 4 h o u r s & R s . 60 8 h o u r s & R s .100 12 h o u r s & R s .140 24 h o u r s & R s .180 \end{matrix}$

Check if the parking charges are in direct proportion to the parking time.

Question 01.
Following are the car parking charges near a railway station up to:

$\begin{matrix} 4 h o u r s & R s . 60 8 h o u r s & R s .100 12 h o u r s & R s .140 24 h o u r s & R s .180 \end{matrix}$

Check if the parking charges are in direct proportion to the parking time.

Q. Following are the car parking charges near a railway station

	Number of Hours $(x)$	Parking charge $(y)$
upto	$4$ hours	Rs. $60$
	$8$ hours	Rs. $100$
	$12$ hours	Rs. $140$
	$24$ hours	Rs. $180$

Check if the parking charges and parking hours are in direct proportion.

Q. Followings are the ear parking charges near a railway station upto

4 hours	Rs. 60
8 hours	Rs. 100
12 hours	Rs. 140
24 hours	Rs. 180

Check if the parking charges are in direct proportion to the the parking time.

Following are the car parking charges near railway station upto
$4$ hrs $R s 60$
$8$ hrs $R s 100$
$12$ hrs $R s 140$
$24$ hrs $R s 180$
Check if the parking charges are in direct proportion to the parking time.

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Following are the car parking charges near a railway station up to: 4 hoursRs.608 hoursRs.10012 hoursRs.14024 hoursRs.180 Check if the parking charges are in direct proportion to the parking time.

Charges per hour: C1=604=Rs.15C2=1008=Rs.12.50C3=14012=Rs.11.67C4=18024=Rs.7.50 Here, the charges per hour are not same, i.e., C1≠C2≠C3≠C4 Therefore, the parking charges are not in direct proportion to the parking time.

Following are the car parking charges near a railway station up to:

$\begin{matrix} 4 h o u r s & R s . 60 8 h o u r s & R s .100 12 h o u r s & R s .140 24 h o u r s & R s .180 \end{matrix}$

Check if the parking charges are in direct proportion to the parking time.