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Weight of Algebraic Blocks: Solve for Mary's Red and Green Blocks!

Solve algebraic equations to find the weights of Mary's red and green blocks based on given conditions. Click on the scales to reveal the values and calculate the total weight of all the blocks. Engage in interactive algebra learning with this fun exercise!

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Weight of Algebraic Blocks: Solve for Mary's Red and Green Blocks!

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  1. Algebra Red blocks weigh 14 grams Green blocks weigh 8 grams Mary has xred blocks. In terms of x how much do Mary’s red blocks weigh? Click on the scales to find out

  2. x x 14 14 Multiply the number of blocks by the weight Mary has xred blocks. Each red block weighs 14 grams We write this as 14x x

  3. ! This has nothing to do with weight. Red blocks weigh 14 grams Green blocks weigh 8 grams Mary has xred blocks. She has 2 less green blocks than red blocks. In terms of x how many green blocks does Mary have? Click on the scales to find out

  4. x x 2 So there are the same number of green blocks as red (x) less 2 Mary has xred blocks She has 2 less green blocks. - 2 -

  5. Red blocks weigh 14 grams Green blocks weigh 8 grams Mary has xred blocks. Mary has x- 2 green blocks How much do the green blocks weigh? Click on the scales to find out

  6. x 8 2 Multiply the weight by the number of blocks Green blocks weigh 8 grams Mary has x- 2 green blocks We write this as 8x - 16 - x

  7. What is the total weight of all the blocks? Click on the scales to find out

  8. There are xredblocks and they weigh 14g each 14x There are x- 2greenblocks and they weigh 8g each 8x - 16 22x - 16 Total weight of blocks

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