Complete each pair of equivalent statements with a number. Hint: Each letter is used once. Use whichever of the two equivalent statements you understand better.
- a b c d e f g h 378 feet is __ the length of 54 feet; __ of 54 feet is 378 feet. - a b c d e f g h 378 feet is __% longer than 54 feet; a __% increase of 54 feet is 378 feet. - a b c d e f g h 54 feet is __ shorter than 378 feet; a __ decrease of 378 feet is 54 feet. - a b c d e f g h 54 feet is __% the length of 378 feet; __% of 378 feet is 54 feet. - a b c d e f g h 54 feet is __% shorter than 378 feet; a __% decrease of 378 feet is 54 feet. - a b c d e f g h 54 feet is __ the length of 378 feet; __ of 378 feet is 54 feet. - a b c d e f g h 378 feet is __% the length of 54 feet; __% of 54 feet is 378 feet. - a b c d e f g h 378 feet is __ longer than 54 feet; a __ increase of 54 feet is 378 feet.
∣ 378 − 54 ∣ 54 ⋅ 100 \displaystyle \frac{{\left|{378}-{54}\right|}}{{54}}\cdot{100} 54 ∣ 378 − 54 ∣ ⋅ 100 ∣ 378 − 54 ∣ 378 \displaystyle \frac{{\left|{378}-{54}\right|}}{{378}} 378 ∣ 378 − 54 ∣ ∣ 378 − 54 ∣ 54 \displaystyle \frac{{\left|{378}-{54}\right|}}{{54}} 54 ∣ 378 − 54 ∣ ∣ 378 − 54 ∣ 378 ⋅ 100 \displaystyle \frac{{\left|{378}-{54}\right|}}{{378}}\cdot{100} 378 ∣ 378 − 54 ∣ ⋅ 100 378 54 \displaystyle \frac{{378}}{{54}} 54 378 378 54 ⋅ 100 \displaystyle \frac{{378}}{{54}}\cdot{100} 54 378 ⋅ 100 54 378 \displaystyle \frac{{54}}{{378}} 378 54 54 378 ⋅ 100 \displaystyle \frac{{54}}{{378}}\cdot{100} 378 54 ⋅ 100