
Choose the 2 below that prove SAS~ for the question.

hint: draw a square with ONE diagonal...focus on the triangle that forms and use pythagorean.

hint: If the triangles are congruent, then use the statement to match up the angles and sides...they are the same measures.

hint: remember you're looking for 2 triangles with 2 angles congruent...since they give you no sides to create fractions here, it can ONLY be AA~.

hint: SOH CAH TOA...but this is the inverse version...so you'll use:

hint: find the missing angle FIRST!! Then compare small, medium, large lengths based on the angles.

hint: this is where we consider the RANGE of the possible length of the 3rd side (add the 2, subtract the 2...that gets you the range)

hint: pythagorean thm...choose the 3 below that will 'satisfy' pythagorean.

hint: since these are congruent, the corresponding angles are congruent. since these are isosocles triangles, the 2 base angles are the same measure. Find x first, then find the missing angles...which will give you the measure of angle P.

drag and drop the angle names in the correct order: 1. smallest 2. medium 3. largest

hint: the key word is 'similar'. they want you to create fractions (small/small, medium/medium, large/large) using the numbers on the triangle and the 4 options. whichever set of fractions are ALL EQUAL will be your answer.

hint: SOH CAH TOA

hint: use the triangle inside to solve..remember the sum of the angles of a triangle is 180.

hint: use the line tool in show your work to draw each shape. then draw diagonals. The diagonals should create angles that look 'close' to right angles.

hint: remember that a square is the MOST special quadrilateral. He kinda does EVERYTHING!! choose each of the true responses below (there will be 3 correct responses)