Very urgent high ! view picture below for better view: how would you correct the proof in question 2? rewrite the proof as a two-column proof, write your statements and reasons with s#) and r#) like so: s1) statement r1) reason s2) statement r2) reason s3) statement r3) reason the text editor you're using to enter your answer may not allow you to type in certain mathematical expressions. if you need to use these mathematical expressions in your answer, you can use the following methods to indicate the math you need. for square roots, such as 2‾√ 2 or x+1‾‾‾‾‾√ x + 1 , you can enter them as: sqrt(2) or sqrt(x+1) for fractions, such as 13 1 3 or 2x−1 2 x − 1 , you can enter them as: 1/3 or 2/(x-1) for superscripts or exponents, such as x2 x 2 or 3n+1 3 n + 1 , you can enter them as: x^2 or 3^(n+1) for subscripts, such as x1 x 1 or a3−n a 3 − n , you can enter them as: x_1 or a_(3-n)