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Relation between Variables and Equations

A line passes...

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A line passes through A(1. 1) and B(100, 1000). The number of points with integral co-ordinates on the linestrictly between A and B is

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Q. If y = f(x) represents a straight line passing through origin and not passing through any of the points with integral Co-ordinates in the co-ordinate plane. Then the number of such continuous functions on ‘R’ is ( it is known that straight line represents a function)

Q. A ray of light passing through in point (1, 2) reflate on the x-axis at point A and line reflected ray passed through the point (5, 3) co-ordinates of A= ___

A = (3, 4)

B

is a variable point on the lines

| x | = 6

A B \leq 4

then the number of positions of

B

with integral co-ordinates is:

Q. Number of points with integral co-ordinates that lie inside a triangle whose co-ordinates are

(0, 0)

, $(0,21) and (21,0)

A (3, 4)

B

is a variable point on the lines

| x | = 6

A B \leq 4

then number of positions of

B

with integral co-ordinates is:

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