Question

find cp sp=720.80 and of profit 6%​

Answer 1

Given:

We are given that,

S.P. = ₹720.80

Profit% = 6%

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To find:

C.P. of the article.

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Solution:

We know that,

C.P. = $\dfrac {S.P.*100}{100+Profit\: percent}$

So,

C.P. = $\dfrac {720.80*100}{100+6}$

C.P. = $\dfrac {72080}{106}$

$\bf \purple {C.P. = ₹680}$

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Final answer:

The C.P. of the article is ₹680.

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Note:

S.P. stands for Selling Price.

C.P. stands for Cost Price.

More to know:

Some formulas that will help you to solve these types of questions:

Profit = S.P. - C.P.

Loss = C.P. - S.P.

S.P. = $\dfrac {100+Profit\: percent}{100}*C.P.$

S.P. = $\dfrac {100-Loss\: percent}{100}*C.P.$

C.P. = $\dfrac {S.P.*100}{100-Loss\: percent}$

C.P. = $\dfrac {S.P.*100}{100+Profit\: percent}$

Profit% = $\dfrac {Profit}{C.P.}$*100%

Loss% = $\dfrac {Loss}{C.P.}$*100%

Answer 2

${\huge{\underbrace{\bf{Answer\;\checkmark}}}}$

★ Given -

• ${\rm{S.P.\;=720.80\;Rs}}$
• ${\rm{Profit=6}}$%

★ To Find -

• ${\rm{C.P.=?}}$

★ Solution -

$\mapsto\rm \: C.P. = \dfrac{S.P. \times 100}{100 + Profit \: percent}$

• $\frak{Putting \: the \: values}$

$\mapsto \rm \: C.P. = \dfrac{720.80 \times 100}{100 + 6}$

$\mapsto \rm \: C.P. = \dfrac{72080}{106}$

$\mapsto \rm \: \boxed{C.P. = 680 \: rs}$

$\: \: \: \uparrow \: \: \frak{Required \: answer}$