Mark the correct alternative of the following.
In figure, AB$$||$$CD and EF is a transversal. The value of $$y-x$$ is?

Question

Mark the correct alternative of the following-In figure- AB is parallel to CD and EF is a transversal- then x-

Toppr Admin · Accepted Answer

Correct option is A- -15-9-We can write- -4x - 17- - -7x - 12- - 180-o- -Interior angle-4x - 17 - 7x - 12 - 180-o-11x - 5 - 180-o-11x - 180-o - 5-11x -175-x -15-9-o-

Mark the correct alternative of the following.
In figure, if AB is parallel to CD and EF is a transversal, then $$x=?$$

Correct option is A. $$15.9$$
We can write, $$(4x + 17) + (7x - 12) = 180^o$$ (Interior angle)
$$4x + 17 + 7x - 12 = 180^o$$
$$11x + 5 = 180^o$$
$$11x = 180^o - 5$$
$$11x =175$$
$$x =15.9^o$$

Mark the correct alternative of the following.In figure, if AB is parallel to CD and EF is a transversal, then $$x=?$$

Correct option is A. $$15.9$$We can write, $$(4x + 17) + (7x - 12) = 180^o$$ (Interior angle)$$4x + 17 + 7x - 12 = 180^o$$$$11x + 5 = 180^o$$$$11x = 180^o - 5$$$$11x =175$$$$x =15.9^o$$

Mark the correct alternative of the following.
In figure, if AB is parallel to CD and EF is a transversal, then $$x=?$$

Correct option is A. $$15.9$$
We can write, $$(4x + 17) + (7x - 12) = 180^o$$ (Interior angle)
$$4x + 17 + 7x - 12 = 180^o$$
$$11x + 5 = 180^o$$
$$11x = 180^o - 5$$
$$11x =175$$
$$x =15.9^o$$