Fahrenheit and Celsius temperatures
The one conversion that uses formulas instead of factors. ALEKS gives you both formulas; pick the right one for the direction.
A short walkthrough explaining what you need to know and how to solve this question type lands here once it's recorded.
ALEKS randomizes the numbers each attempt, but the question shape stays the same. Here's an example of what you'll see.
Kala is planning on visiting Moscow next week on business. Checking her WorldTemp app, she notices that on the day she arrives, the high temperature is forecast to be −3.4 °C. What is this temperature in degrees Fahrenheit (°F)?
Round your answer to the nearest tenth.
Formulas:
C = (5/9) × (F − 32)
F = (9/5) × C + 32
°F
Pick the right formula.
Kala's reading is in Celsius (−3.4°C) and we want Fahrenheit. Look for the formula that solves for F:
Plug C = −3.4 in for C in this formula.
Multiply first, then add 32.
Order of operations: do the multiplication before the addition.
9/5 = 1.8, so 1.8 × (−3.4) = −6.12.
Add 32 and round.
Round 25.88 to the nearest tenth: 25.9. Sanity check: −3.4°C is a cold day; 25.9°F is also cold (well below freezing of 32°F). The conversion makes sense.
Three temperature conversions, both directions. The formulas are the same as ALEKS gives you.
C → F: convert 25°C to Fahrenheit.
F → C: convert 86°F to Celsius.
Boiling point: 100°C → ?°F.
You walked the temperature formula both directions.
Temperature is the one conversion that uses a formula instead of a multiply-by-1 factor (because F and C have different zero points). ALEKS will vary the temperature, the direction, and the rounding precision. The formulas don't change. Pick the right one for the direction, follow the order of operations, and round when asked.