line y=3x + 10 intersects line 5x + y + 6=0 at point P. Find the co ordinates of P
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Answer:
Given:
Selling every article at loss 10/-
Loss = 16 ⅔ = 50/3
Loss % = 50/3%
Find:
Cost of each article?
Solution:
Let cost of article be 'A'
50/3 × 1/100 × A = 10
50/300 × A = 10
\begin{gathered}: { \implies{ \sf{ \frac{50}{300} A =10 }}} \\ \\ : { \implies{ \sf{ 50A =3000 }}} \\ \\ : { \implies{ \sf{ A = \frac{3000}{50} }}} \\ \\ : { \implies{ \sf{ A = \frac{{ \cancel{3000}}}{ \cancel{{50}}} }}} \\ \\ : \:{ \implies{ \sf{ \red{ A = 60 }}} }\end{gathered}
:⟹
300
50
A=10
:⟹50A=3000
:⟹A=
50
3000
:⟹A=
50
3000
:⟹A=60
{ \therefore{ \sf{ \underline{ \blue{Cost \: of \: Each \: Article = 60rs}}}}}∴
CostofEachArticle=60rs
Step-by-step explanation:
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