Teacher: \( \qquad \) L Date: Translate Algebraic Expressions 1) Take away 7 from 5 times \( n \) 2) 6 is subtracted from one-half of \( x \) 3) 4 minus \( x \) 4) Product of 3 and \( k \) 5) Add 8 to 2 times h 6) Take away 8 from \( k \) 7) \( z \) is added to 2 ) 5 is added to two-thirds of \( y \) 4 is added to \( m \)

Sure! Let's tackle these algebraic expressions in a fun and engaging way! 1) To express “Take away 7 from 5 times \( n \)”, you would write it as \( 5n - 7 \). 2) “6 is subtracted from one-half of \( x \)” translates to \( \frac{1}{2}x - 6 \). 3) For “4 minus \( x \)”, simply write it as \( 4 - x \). 4) The “Product of 3 and \( k \)” becomes \( 3k \). 5) “Add 8 to 2 times \( h \)” is written as \( 2h + 8 \). 6) “Take away 8 from \( k \)” can be expressed as \( k - 8 \). 7) “\( z \) is added to 2” translates to \( z + 2 \). 8) “5 is added to two-thirds of \( y \)” becomes \( \frac{2}{3}y + 5 \). 9) Finally, “4 is added to \( m \)” can be written as \( m + 4 \). Algebraic expressions are like codes waiting to be cracked. Each numerical piece fits together to form a bigger picture, just like puzzles! Whether you're solving for \( n \) or \( z \), remember: each term tells its own story!