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# Gcf Distributive Property Activity

Gcf Distributive Property Activity. Distributive property using gcf rewrite using the distributive property and gcf. This works well as a quick review in the middle of the year.

During this lesson, students are asked to work independently to use the given gcf and the distributive property to express a sum as a product. Apply the distributive property to the algebraic expression. 36 + 8 27 + 18 25 + 60.

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Gcf and the distributive property. Find the gcf of the following sets of numbers a) 75 & 80 b) 63 & 72 c) 34 &… Students are also asked to find missing numbers in.

### Rewrite Each Expression As The Product Of The Gcf And A Sum Using The Distributive Property.

(review) find the least common multiple (lcm) and the greatest common factor (gcf) of two whole numbers (ns.6ns.4b) use the distributive property to factor out the greatest common factor from an addition expression. Gcf distributive review work period: Gcf and distributive property task cards.

### Includes 24 Task Cards Where Your Students Express The Sum Of Each Pair Of Numbers As A Product Of The Greatest Common Factor Of The Numbers And Another Sum In Color And Black And White.

Distributive property using gcf rewrite using the distributive property and gcf. Pasted below is the review activity that everybody was given yesterday. Gcf distributive property activity.these worksheets are pdf files.

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Combine greatest common factor and using the distributive property.this activity complete with answer key, teaches students how to find the gcf but then represent the gcf and numbers in a sum using the distributive property. Teaching resources @ www.tutoringhour.com s3 gcf and distributive property 1) 3 + 30 gcf = 3 + 30 = 2) 99 + 55 gcf = 99 + 55 = 3) 60 + 18 gcf = 60 + 18 = 4) 22 + 38 gcf = 22 + 38 = 5) 75 + 5 gcf = 75 + 5 = 6) 14 + 56 gcf = 14 + 56 = 7) 27. There are 10 expressions included and one cheesy riddle.

### This Works Well As A Quick Review In The Middle Of The Year.

Greatest common factor and distributive property part 1: Equivalent expressions with gcf and distributive. Apply the distributive property to the algebraic expression.