Goal Progress Practice — Problems
Problems on goal attainment in rising difficulty plus a boss question. current ÷ target · 100, the remainder, a hint and working per problem. Grade 7, free.
Work out the goal progress in percent.
A 4-step solving strategy
- 1Step 1 of 4
Pick out current and target
Read the value reached (current) and the goal (target) from the problem. The target is the whole and equals 100%. Example: current = 750, target = 1,000.
- 2Step 2 of 4
Divide current by target
Form the fraction as a decimal: 750 ÷ 1000 = 0.75. Make sure the target sits in the denominator — the most common mistake is swapping current and target.
- 3Step 3 of 4
Multiply by 100
Turn the fraction into a percentage: 0.75 · 100 = 75%. If the fraction is above 1, the result is over 100% — the target was exceeded.
- 4Step 4 of 4
Find the remainder and check
The remainder is an absolute number: target − current = 1000 − 750 = 250. Sanity-check the result: 75% of 1,000 is 750 — correct.
Worked examples with full working
Common mistakes — and how to avoid them
Current and target swapped
Reading over 100% as an error
Confusing the remainder with percent
Forgetting to multiply by 100
Rounding awkward values wrong
Practise with a plan — three quick tips
Estimate first, then calculate
Always write the fraction as a decimal
For every wrong answer: why?
Frequently asked questions about practising
Terms in one sentence
- Goal attainment
- The share of a goal already reached, in percent: current ÷ target · 100.
- Current value
- The value reached so far; it sits in the numerator of the formula.
- Target value
- The set goal; the whole (100%) and it sits in the denominator.
- Whole (base)
- The reference value that equals 100% — here the target.
- Part (value)
- The calculated share in percent, e.g. 75%.
- Remainder
- The absolute difference target − current; tells you how much is left.
- Boss question
- The last and hardest problem in a practice set.