If half a kilogram of onions costs, Rs20, how much will 300 grams of onion cost?
A) Rs 15
B)Rs 12.5
C) Rs 12
D)Rs 10
Answers
Answered by
2
Hi ,
It is related to Direct proportion.
The value of x increases ( decreases ) ,
value of y also increases ( decreases) in
such a way that the ratio x / y doesnot
change ; it remains cinstant ( say k ) .
Two numbers x and y are said to vary in
direct proportion if x / y = k or x = ky where
k is a constant.
In our case , if y1 , y2 are the values of y
corresponsing to the values x1 ,x2 of x
respectively , then
x1 / y1 = x2 / y2
According to the given problem ,
Half a kilogram of onions costs Rs 20
x1 = 1 /2 kg onions = 500 gr ;
y1 = Rs 20 ;
Let the Cost of 300gr onions are Rs y2
x2 = 300 gr ;
y2 = ?
x1 / y1 = x2 / y2
500 / 20 = 300 / y2
Therefore ,
y2 = ( 300 × 20 ) / 500
y2 = 3 × 4
y2 = 12
Cost of 300grams onions = Rs 12
Option ( C ) is correct.
I hope it helps you.
****
It is related to Direct proportion.
The value of x increases ( decreases ) ,
value of y also increases ( decreases) in
such a way that the ratio x / y doesnot
change ; it remains cinstant ( say k ) .
Two numbers x and y are said to vary in
direct proportion if x / y = k or x = ky where
k is a constant.
In our case , if y1 , y2 are the values of y
corresponsing to the values x1 ,x2 of x
respectively , then
x1 / y1 = x2 / y2
According to the given problem ,
Half a kilogram of onions costs Rs 20
x1 = 1 /2 kg onions = 500 gr ;
y1 = Rs 20 ;
Let the Cost of 300gr onions are Rs y2
x2 = 300 gr ;
y2 = ?
x1 / y1 = x2 / y2
500 / 20 = 300 / y2
Therefore ,
y2 = ( 300 × 20 ) / 500
y2 = 3 × 4
y2 = 12
Cost of 300grams onions = Rs 12
Option ( C ) is correct.
I hope it helps you.
****
Answered by
0
Answer:
The cost of 300 grams of onion is Rs.12.
Step-by-step explanation:
One kilogram is equivalent to 1000 grams.
So, half a kilogram will be 500 grams.
It is given that 500 g of onion costs Rs. 20.
Therefore, 300 grams of onion costs = (300×20)/500
= 12
Thus, 300 grams of onion costs Rs. 12.
#SPJ2
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