skip count in 5s and write the number from 2040to 2060.also find the sum of these numbers
Answers
Answer:
The cost price of an article is 90% of selling price.
To Find :-
What is the profit or the lost percent.
Solution :-
Let,
\mapsto↦ Selling Price = Rs 100
Then, the cost price of an article will be :
\implies \sf Cost\: Price =\: 90\% of\: S.P⟹CostPrice=90%ofS.P
\implies \sf Cost\: Price =\: \dfrac{90}{\cancel{100}} \times {\cancel{100}}⟹CostPrice=
100
90
×
100
\implies \sf Cost\: Price =\: Rs\: 90⟹CostPrice=Rs90
\implies \sf\bold{\green{Cost\: Price =\: Rs\: 90}}⟹CostPrice=Rs90
Now, as we know that :
\bigstar★ The selling price (S.P) of an articles is greater than the cost price (C.P) then it will be a Profit.
So, as we know that :
\clubsuit♣ Profit Formula :
\longmapsto \sf\boxed{\bold{\pink{Profit =\: S.P - C.P}}}⟼
Profit=S.P−C.P
where,
S.P = Selling Price
C.P = Cost Price
Given :
Selling Price (S.P) = Rs 100
Cost Price (C.P) = Rs 90
According to the question by using the formula we get,
\implies \sf Profit =\: Rs\: 100 - Rs\: 90⟹Profit=Rs100−Rs90
\implies \sf Profit =\: Rs (100 - 90)⟹Profit=Rs(100−90)
\implies \sf\bold{\purple{Profit =\: Rs\: 10}}⟹Profit=Rs10
Now, we have to find profit percentage of an article :
As we know that :
\clubsuit♣ Profit Percentage Formula :
\begin{gathered}\longmapsto \sf\boxed{\bold{\pink{Profit\% =\: \bigg(\dfrac{Profit}{C.P} \times 100\bigg)\%}}}\\\end{gathered}
⟼
Profit%=(
C.P
Profit
×100)%
where,
C.P = Cost Price
Given :
Profit = Rs 10
C.P = Rs 90
According to the question by using the formula we get,
\dashrightarrow \sf Profit\% =\: \bigg(\dfrac{10}{9\cancel{0}} \times 10{\cancel{0}}\bigg)\%⇢Profit%=(
9
0
10
×10
0
)%
\dashrightarrow \sf Profit\% =\: \bigg(\dfrac{10}{9} \times 10\bigg)\%⇢Profit%=(
9
10
×10)%
\dashrightarrow \sf Profit\% =\: \bigg(\dfrac{100}{9}\bigg)\%⇢Profit%=(
9
100
)%
\dashrightarrow \sf \bold{\red{Profit\% =\: 11.11\%(approx)}}⇢Profit%=11.11%(approx)
\therefore∴ There will be a profit of 11.
Answer:
Skip count in 5s and Write the number from 2,040 to 2,060 also find the sum of these numbers