Question

Marked price of a printer is ₹7500. The shopkeeper offers a discount of 6% on cash payment. If the GST 12% and the transaction is intra - state find the amount customer has to pay?

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Answer 1

$\huge\bold{\mathbb{QUESTION}}$

Marked price of a printer is $\sf₹\:7500.$ The shopkeeper offers a discount of $\sf6\%$ on cash payment. If the GST is $\sf12\%$ and the transaction is intra-state find the amount customer has to pay?

$\huge\bold{\mathbb{GIVEN}}$

• Marked price of the printer is $\sf₹\:7500.$

• Discount $\sf= 6\%$

• GST $\sf= 12\%$

$\huge\bold{\mathbb{TO\:FIND}}$

The amount to be paid by the customer.

$\huge\bold{\mathbb{SOLUTION}}$

We know that in case of intra-state transaction,

• The shopkeeper has to collect both SGST and CGST.

• SGST $=$ CGST $=$ $\sf{\Large{\frac{1}{2}}}$GST$\sf\%$

Here, GST $\sf= 12\%$

So,

SGST = CGST = $\sf({\Large{\frac{1}{2}}}\times12)\%=6\%$

$\:$

• Marked Price $\sf= ₹ 7500$

• Discount $\sf= 6\%$

We know that:

$\boxed{\sf \small{SP = MP- Discount}}$

The shopkeeper allows a discount of $\sf6\%$ to the customer.

So, SP of the printer

$\sf=₹\:\{7500-(6\%\:of\:7500)\}$

$\sf=₹\:\{7500-({\Large{\frac{6}{100}}}\times7500)\}$

$\sf=₹\:\{7500-({\Large{\frac{6}{1\cancel{00}}}}\times75\cancel{00})\}$

$\sf=₹\:\{7500-(6\times75)\}$

$\sf=₹\:(7500-450)$

$\sf=₹\:7050$

So, CP $\sf=₹\:7050$

$\:$

We know that:

$\boxed{\sf\small{CGST=CGST\%\:of\:CP}}$

CGST to be paid by the customer

$\sf=₹\:(6\%\:of\:7500)$

$\sf=₹\:({\Large{\frac{6}{100}}}\times7500)$

$\sf=₹\:({\Large{\frac{6}{1\cancel{00}}}}\times75\cancel{00})$

$\sf=₹\:(6\times75)$

$\sf=₹\:450$

$\therefore$ SGST $=$ CGST $\sf= ₹\:450$

$\:$

We have to find the Billing amount.

We know that:

$\boxed{\sf\small{Billing\:Amount=SP+SGST+CGST}}$

So, Billing amount

$\sf=₹\:(7050+450+450)$

$\sf=₹\:7950$

$\huge\bold{\mathbb{HENCE}}$

Billing amount $\sf= ₹\:7950$

$\huge\bold{\mathbb{THEREFORE}}$

The shopkeeper has to pay $\sf₹\:7950$ for the printer.

$\huge\bold{\mathbb{DONE}}$

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