1st try--1/21/2021-SOL Review

IMPORTANT!!! (1) Be sure to zoom in on the picture if necessary. (2) READ the HINTS on each problem to support your work.  (3) You may want to use scratch paper instead of show your work for some of these.

Your goal to is to achieve roughly 8 or 9 out of 15.  

1

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

1

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

1

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~.

1

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

1

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

1

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)

1

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

1

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.

1

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

1

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.

1

hint: SOH CAH TOA

1

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

1

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.

1

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)

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)