Answer:
jhanvi and bindu together scored 250 marks
so now ,
let jhanvis Mark's be x
n
Bindus Mark's be y
then
x+y=250
Step-by-step explanation:
Let x be the marks of Bindu and y be the marks of Jhanvi.
It is given that Bindu and Jhanvi together score 250 marks in a test. So,
Marks of Bindu + Marks of Jhanvi = 250
The equation x+y=250 represents the given situation as a linear equation.
Where, x and y represent all the possible marks of Bindu and Jhanvi.
Therefore, the required linear equation is x+y=250.
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Answer:
jhanvi and bindu together scored 250 marks
so now ,
let jhanvis Mark's be x
n
Bindus Mark's be y
then
x+y=250
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Answer:
Step-by-step explanation:
Let x be the marks of Bindu and y be the marks of Jhanvi.
It is given that Bindu and Jhanvi together score 250 marks in a test. So,
Marks of Bindu + Marks of Jhanvi = 250
The equation x+y=250 represents the given situation as a linear equation.
Where, x and y represent all the possible marks of Bindu and Jhanvi.
Therefore, the required linear equation is x+y=250.