Question #27891

Find the slope of a line through the points (2, 5) and (3, 5).

Expert's answer

Find the slope of a line through the points (2,5) and (3,5).

We know that line y = kx + b is represented in the slope-intercept form, where k - slope.

We can ﬁnd k and b.

(2,5) belongs to the line so 5 = 2k + b.

(3,5) belongs to the line so 5 = 3k + b.

we have that 2k + b = 5 = 3k + b then 2k + b = 3k + b and ﬁnaly k = 0.

We get that the slope of the line is equal to 0.

We know that line y = kx + b is represented in the slope-intercept form, where k - slope.

We can ﬁnd k and b.

(2,5) belongs to the line so 5 = 2k + b.

(3,5) belongs to the line so 5 = 3k + b.

we have that 2k + b = 5 = 3k + b then 2k + b = 3k + b and ﬁnaly k = 0.

We get that the slope of the line is equal to 0.

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