Home / iGCSE Mathematics (0580) : C1.14 Calculate times in terms of the 24-hour and 12-hour clock.iGCSE Style Questions Paper 1

iGCSE Mathematics (0580) : C1.14 Calculate times in terms of the 24-hour and 12-hour clock.iGCSE Style Questions Paper 1

Question

(a) Calculate \(\sqrt{2.3+6.4^{2}}\), writing down your full calculator display.

(b) Write your answer to part (a) correct to 4 decimal places.

▶️ Answer/Explanation
Solution

(a) Ans: 6.583314

First, compute \(6.4^2 = 40.96\).

Add \(2.3\) to get \(2.3 + 40.96 = 43.26\).

Take the square root: \(\sqrt{43.26} \approx 6.583314\).

(b) Ans: 6.5833

Round the result to 4 decimal places: \(6.583314 \approx 6.5833\).

Question

(a) Calculate \(\sqrt[3]{-4.3 \times 6.7^{2}}\) and write down all the figures shown on your calculator.

(b) Write your answer to part (a) correct to 4 decimal places.

▶️ Answer/Explanation
Solution

(a) Ans: \(-5.779266\)

First, compute \(6.7^2 = 44.89\).

Multiply by \(-4.3\) to get \(-4.3 \times 44.89 = -193.927\).

Take the cube root of \(-193.927\) to get \(\sqrt[3]{-193.927} \approx -5.779266\).

(b) Ans: \(-5.7793\)

Round \(-5.779266\) to 4 decimal places: \(-5.7793\).

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