If the graph of the graph between two quantities is a straight line, the quantities:

1) must be both constant

2) must be proportional to each other

3) may be proportional to each other

4) must be equal

( also there is no graph attached along with it and it's all the information that I give so please tell me the answer and please don't reject it this time. thank you)

Open in App

Solution

Here x and y are two quantities and graph between them is straight line then y is proportional to x and proportionality constant m

y = mx

Suggest Corrections

Similar questions

What quantity must be added to each term of the ratio x : y so that it may become equal to c : d ?

You have not given my answer of my last doubt please I request you to be fast please clear all my doubts as soon as possible please I hope you understand my problem because tomorrow is class and if I do not do the homework I may be punished please please clarify my doubt fast thank you

Q. If Kiara wants to represent equal amounts of 5 quantities on a circle graph, what should the angular proportions of each quantity be?

What quantity must be added to each term of the ratio $6 : 11$ so that it becomes equal to $2 : 3$ ?

Q. Can you please give examples for linear, quadratic and cubic polynomials in which they do not have zeroes of the polynomial at all ? Graphs along with it would be helpful.

Join BYJU'S Learning Program

Here x and y are two quantities and graph between them is straight line then y is proportional to x and proportionality constant m y = mx

Here x and y are two quantities and graph between them is straight line then y is proportional to x and proportionality constant m

y = mx