Question

if the c.p 83.33and s.p price 100 find gain%​

Answer 1

Answer:

100-83.33÷83.33×100 =ans

Answer 2

Correct Question:

• If the CP is ₹83.33 and the SP is ₹100, find the gain%.

Answer:

$\sf{Gain\%= 20\dfrac{40}{8333}\%}$

Step-by-step explanation:

Given that:

• CP = ₹83.33
• SP = ₹100

To Find:

• Gain% = ?

Formulas Used:

Gain = (SP) - (CP)

$\sf{Gain\% = \bigg(\dfrac{gain}{CP}\times100\bigg)\%}$

Process:

To find the gain%, we first have to find gain using the formula:

• Gain = (SP) - (CP)

After finding gain, we can find gain% using the formula:

$\sf{\circ \;\;Gain\% = \bigg(\dfrac{gain}{CP}\times100\bigg)\%}$

Solution:

CP = ₹83.33

SP = ₹100

Gain = (SP) - (CP)

= ₹(100 - 83.33)

= ₹16.67

$\sf{Gain\% = \bigg(\dfrac{gain}{CP}\times100\bigg)\%}\\\\\sf{= \bigg(\dfrac{16.67}{83.33}\times100\bigg)\%}\\\\\sf{= \bigg(\dfrac{1667}{83.33}\bigg)\%}\\\\\sf{= 20\dfrac{0.4}{83.33}\%}\\\\\sf{= 20\dfrac{40}{8333}\%}$

More Formulas:

Loss = (CP) - (SP)

$\sf{Loss\% = \bigg(\dfrac{loss}{CP}\times100\bigg)\%}$

To find SP when CP and gain% or loss% are given:

$\sf{SP = \dfrac{(100 + gain\%)}{100}\times CP}$

$\sf{SP = \dfrac{(100 - loss\%)}{100}\times CP}$

To find CP when SP and gain% or loss% are given:

$\sf{CP = \dfrac{100}{(100 + gain\%)}\times SP}$

$\sf{CP = \dfrac{100}{(100 - loss\%)}\times SP}$