# ACT Chemistry Calculations and Conversions
The ACT Science section occasionally requires basic calculations: reading values from graphs, calculating averages, finding ratios, and understanding unit conversions. This guide covers the quantitative skills you need.
1. Reading Values from Graphs
Finding Y from X
- Locate the X value on the horizontal axis
- Draw a vertical line up to the curve/line
- Draw a horizontal line to the Y axis
- Read the Y value
Finding X from Y
Reverse the process: start at Y, go to the curve, then down to X.
2. Calculating Averages
Used when asked for the mean of repeated trials.
3. Calculating Rates
Example: If 40 mL of gas is produced in 20 seconds:
4. Percentage Calculations
5. Unit Conversions
| Conversion | Factor |
|---|---|
| mL → L | ÷ 1000 |
| g → kg | ÷ 1000 |
| °C → K | + 273 |
| minutes → seconds | × 60 |
| cm³ → mL | 1:1 (equal) |
6. Proportional Reasoning
- Direct proportion: if X doubles, Y doubles (y = kx)
- Inverse proportion: if X doubles, Y halves (y = k/x)
- On the ACT, look for these patterns in data tables
7. Interpolation and Extrapolation
- Interpolation: estimating a value BETWEEN known data points
- Extrapolation: estimating BEYOND the range of data (less reliable)
- Use the trend line to make estimates
8. Practice Questions
- A graph shows temperature rising from 20°C to 56°C over 5 minutes. Calculate the rate of temperature increase.
- Three trials give masses of 4.5 g, 4.7 g, and 4.6 g. Calculate the average.
- Convert 250 mL to litres.
- A reaction produces 30 g of product from 50 g of reactant. What is the percentage yield if theoretical yield is 40 g?
- From a graph, estimate the value at a point between two data points.
Want to check your answers and get step-by-step solutions?
9. ACT Tips
- Calculations on ACT Science are simple — no calculator needed
- Estimate when possible; exact answers aren't always required
- Watch for unit mismatches between answer choices
- Use the answer choices to guide your calculation accuracy
- Round intermediate values to keep things simple
