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Badger barn makes a dipping sauce\newlineA) Honey Mustard\newlineB) Ranch\newlineC) BBQ\newlineD) Blue Cheese

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Solve proportions: word problemsright chevron icon

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Mandy works construction. She knows that a 55 meter long metal bar has a mass of 40 kg 40 \mathrm{~kg} . Mandy wants to figure out the mass (w) (w) of a bar made out of the same metal that is 33 meters long and the same thickness.\newlineWhat is the mass of the shorter bar?\newlinekg \mathrm{kg}
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Mika can eat 2121 hot dogs in 66 minutes. She wants to know how many minutes (m) (m) it would take her to eat 3535 hot dogs if she can keep up the same pace.\newlineHow many minutes would Mika need to eat 3535 hot dogs?\newlineminutes
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Elton is a candle maker. Each 15 cm 15 \mathrm{~cm} long candle he makes burns evenly for 66 hours.\newlineIf Elton makes a 45 cm 45 \mathrm{~cm} long candle, how long would it burn?\newlinehours
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Harvey the wonder hamster can run 316 km 3 \frac{1}{6} \mathrm{~km} in 14 \frac{1}{4} hour. Harvey runs at a constant rate.\newlineFind his average speed in kilometers per hour.\newlinekilometers per hour
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Aliyyah is playing a game using dice. Each player takes turns rolling and adding their roll to their score.\newlineAliyyah started with −19-19 points and ended with 77 points.\newlineHow many points did Aliyyah score during the game?\newlinepoints
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A scale on a blue print drawing of a house shows that 66 centimeters represents 33 meters.\newlineWhat number of centimeters on the blue print represents an actual distance of 2727 meters?\newlinecentimeters
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Reem is a test driver for an automobile company. The following formula gives the total distance, d d , in feet that Reem drove a luxury car in the first t t seconds after idling at a speed of 00 miles per hour, up to the time when she passed a particular safety cone.\newlined=15.69t2 d=15.69 t^{2} \newlineCompared to the time it took Reem to pass the safety cone, how long did it take to pass a sensor that was 49 \frac{4}{9} of the distance from the start?\newlineChoose 11 answer:\newlineA) 1681 \frac{16}{81} of the time it required to pass the cone\newline(B) 49 \frac{4}{9} of the time it required to pass the cone\newline(C) 23 \frac{2}{3} of the time it required to pass the cone\newline(D) 94 \frac{9}{4} of the time it required to pass the cone
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An ice cream cone maker wants to build a more stable cone by increasing the diameter and decreasing the height of the cone. The cone currently has diameter dd centimeters and height hh, as shown. They want the height of the new cone to be h′h'. Which of the following is closest to the smallest radius the new cone can have so that the volume is at least the volume of the old cone?
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Victoria is shopping for thank-you notes at Sweet Greetings. She is trying to decide between the three different packages of notes shown below. \newlinePackage 11, 88 notes for $6.00\$6.00 \newlinePackage 22, 3030 notes for $12.00\$12.00 \newlinePackage 33, 1212 notes for $6.00\$6.00 \newlineIf Victoria is looking for the best deal, which package of thank-you notes should she buy?
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