Oxford AQA IGCSE · Mathematics (9260)

分數、小數與百分數:練習題

5 條多項選擇題即時批改,另有 5 條文字題附完整解題步驟,全部圍繞「分數、小數與百分數」。

10 條題目25 免費,無需登記
第 1 題
1

Which of the following is equivalent to \(0.625\)?

第 2 題
1

Convert the recurring decimal \(0.2\dot{4}\dot{7}\) into a fraction in its simplest form.

第 3 題
1

A property's value increased by 10% in the first year and decreased by 10% in the second year. If the value at the end of the second year was $198,000, what was the original value at the start of the first year?

第 4 題
1

Convert the decimal 0.08 into a fraction in its simplest form.

第 5 題
1

The price of a product increases from $80 to $92. Calculate the percentage increase.

第 6 題
2

Calculate \(\frac{4}{7}\) of \(154\).

先自己寫一次答案,再對照解題步驟。

第 7 題
3

Express 45 minutes as a fraction of 2 hours, giving your answer in its simplest form.

先自己寫一次答案,再對照解題步驟。

第 8 題
5

An investment of \(\$4000\) earns 2.5% compound interest per annum. Calculate the total interest earned after 3 years, giving your answer to the nearest cent.

先自己寫一次答案,再對照解題步驟。

第 9 題
4

Calculate the exact value of \( 3\frac{1}{4} + 2\frac{2}{3} \div \frac{4}{5} \). Give your answer as a mixed number in its simplest form.

先自己寫一次答案,再對照解題步驟。

第 10 題
6

(a) Show that the recurring decimal \( 0.2\dot{3}\dot{6} \) can be written as the fraction \( \frac{13}{55} \).
(b) Hence, calculate the value of \( 0.2\dot{3}\dot{6} \div 0.4 \), giving your answer as a fraction in its simplest form.

先自己寫一次答案,再對照解題步驟。

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