Question

A restaurant bill together with gst of 5 %came as rupees 2450 how much is the gst​

Answer 1

Answer:

116.66 Indian Rupees

Step-by-step explanation:

Given that the total of a bill is 2450 Indian Rupees after a GST of 5% was added. Then the price of the GST has to be worked out by using the following formula:

$x + \frac{xy}{100} = z$

x = initial price before GST has been added

y = how many percent the GST is

z = total price after GST has been added = 2450

Therefore we need to solve for x first = initial price before GST, then we apply the x value for (5x/100) to find the GST price. First:

$x+\frac{5x}{100} = 2450\\\\x+\frac{x}{20}=2450$

20x + x = 49000

21x = 49000

x = 49000/21

x = 7000/3 (or 2333.33 Indian Rupees as the initial price).

Now to find for the GST price, we only have to put 7000/3 into (5x/100) to determine how much is the GST price.

(5*(7000/3))/100 =

(35000/3)/100 =

350/3

350/3 = 116.66 Indian Rupees.

Therefore the GST price is 116.66 Indian Rupees. FINAL ANSWER!

___________

#StayPositive - keanuariels

I'm not an Indian, I'm an Indonesian who happens to love Maths.

Answer 2

Step-by-step explanation:

Let the bill price without gst be x

then,

5% of x=2450-x

x=100(2450-x)/5

x=24500-100x/5

5x=24500-100x

105x=24500

x=24500/105

x=233.33

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