Question

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A dealer supplied walky talky set of Rs 84000 ( with GST ) to police control room. Rate of GST is 12%.

Find the amount of state and central GST charged by the dealer. Also find the taxable value.

Answer 1

let taxable value of walky talky set be x

taxable value + amount of gst = 84000

x + 12/100 x = 84000

112x/100 = 84000

112x = 84 ×10^5

x= 84× 10^5/112 = 75000

Central GST = 6% OF 75000 = 4500

Answer 2

${\boxed {\boxed {\boxed {\boxed{ \sf{Here's \: the \: answer}}}}}} \:$


Let the amount of GST be Rs x

Price of walky talky with GST = Rs. 84,000

Taxable value of walky talky = Rs. ( 84,000 - x )

Now,

GST = 12% of the taxable value

$\sf{x = \frac{12}{100} \times (84000 - x)}$

$\sf{100x = (84000 - x) \times 12}$

$\sf{100x = 84000 \times 12 - 12x}$

$\sf{100x + 12x = 84000 \times 12}$

$\sf{112x = 84000 \times 12}$

$\sf{x = \frac{84000 \times 12}{112}}$

$\sf{x = 750 \times 12}$

$\sf{x = 9000}$


Therefore,

GST = Rs. 9000

Now,

Taxable value of walky talky =

$\sf{{ = 84000 - x}}$

$\sf{= 84000 - 9000}$

$\sf{= 75000}$

Now,

$\sf{CGST = SGST = \frac{GST}{2}}$

$\sf{= \frac{9000}{2}}$

$\sf{ = 4500}$


$\huge \sf{Final \: Answer = }$



Amount of State and Central GST charged by the dealer is Rs. 4500 each.

Taxable value of the set is Rs. 75,000.

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Thanks!!