Determine whether the statement is always, sometimes, or never true. Complete the explanation.If line m is parallel to linen and the slope of line m is greater than 1, then the slope of linen is greaterthan 1.This statement is (select) true. If line m is parallel to line n, then the lines have (select)slope. Therefore, if the slope of line m is greater than 1, the slope of line m (select) greater than 1.

Question

AragonB520000 AragonB520000

28-10-2022
Mathematics

contestada

Determine whether the statement is always, sometimes, or never true. Complete the explanation.If line m is parallel to linen and the slope of line m is greater than 1, then the slope of linen is greaterthan 1.This statement is (select) true. If line m is parallel to line n, then the lines have (select)slope. Therefore, if the slope of line m is greater than 1, the slope of line m (select) greater than 1.

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KazenR509759 KazenR509759 · Answer 1 · 2022-10-28T18:06:32+02:00

The given statement is

If line m is parallel to linen and the slope of line m is greater than 1, then the slope of linen is greater

than 1.

This statement is always true because parallel lines have the same exact slope, otherwise they wouldn't be parallel.

Therefore, the complete statement would be

This statement is always true. If line m is parallel to line n, then the lines have an equal slope. Therefore, if the slope of m is greater than 1, the slope of n is always greater than 1.