point on the horizontal line on this horizontal line,

Show us the straight path.

Guide us to the straight way.

And showed them the straight path ,

And guided them to the Straight Path .

and guided them in the straight path ,

And We led the twain on Unto the straight path .

And guided them to the Right Path

And We guided them upon the straight path .

and showed them the Straight Way ,

And showed them the right path .

and guided them to the straight path ,

and guided them upon the Straight Path .

And We guided them on the straight path .

guided them to the right path ,

And We guided them both on the right way .

and guided them to the straight path

And We guided them to the Straight Way .

It is bisected by line AC.

That's a transversal.

You're going straight.

Take the straight and narrow path

And similarly, you can make the argument that this line segment right here is equal to is congruent to that line segment.

And then we have these transversals that go across them, so you have this transversal BC right over here and we have transversal AD

The length of segment AB must be the same as the length of segment DC, and both segments are horizontal segments.

Weigh on an even balance .

And weigh with a proper balance .

and weigh with the straight balance ,

And weigh with a balance straight .

And weigh with the true and straight balance .

And weigh with accurate scales .

weigh with an even balance

And weigh with the true balance .

Weigh with an even balance ,

and weigh with the straight scale ,

And weigh with an even balance .

Weigh your goods with proper balance

And weigh ( things ) with a right balance ,

Weigh with correct scales

And weigh with scales true and upright .

How are they maintaining it in a particular straight line?

Take the straight and narrow path

Right in line! By thunder!

A wicked man hardens his face but as for the upright, he establishes his ways.

A wicked man hardeneth his face but as for the upright, he directeth his way.