To find the value of x correct to 2 decimal places, we first need a specific equation or expression to solve for x. However, without a given equation, let’s consider a general approach on how to solve for x in a mathematical problem.
1. **Identify the equation**: Determine what you are solving. An equation could be a linear equation like ax + b = c, where you need to isolate x.
2. **Isolate x**: Rearrange the equation to solve for x. For example, in ax + b = c, you would subtract b from both sides to get ax = c – b, and then divide by a to isolate x: x = (c – b) / a.
3. **Calculate the value**: Once you have x in terms of known quantities, substitute those values into the equation to find the numerical value of x.
4. **Round to 2 decimal places**: Use standard rounding rules to round the calculated value of x to 2 decimal places. This means looking at the third decimal to determine if the second decimal should be rounded up or remain the same.
For example, if you find that x = 3.467, to round to 2 decimal places, you would look at the 3rd decimal (7), which means you round the 2nd decimal (6) up to 7, giving you x = 3.47.
In summary, to find the value of x correct to 2 decimal places, follow these steps: identify the equation, isolate x, calculate its value, and round to 2 decimal places. If you have a specific equation in mind, please provide it for a more detailed solution.