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Biology 0610/61 October/November 2022: question paper and mark scheme

Cambridge IGCSE Biology (0610), Paper 6 Alternative to Practical, October/November 2022. Read both free below, or download them. Done the paper? Get it marked by AI against this mark scheme.

0610_w22_qp_610610_w22_ms_610610/61/O/N/22

Paper
Paper 6 Alternative to Practical
Total marks
40
Time
1 hour
Code on the paper
0610/61/O/N/22
0610_w22_ms_61.pdf

0610/61 mark scheme, question by question

Each question as it's printed, and the mark scheme's points for it, as text. Diagrams, tables and graphs are in the PDFs above.

Question 119 marks

Question

A student investigated the vitamin C concentration in three different health drinks: A, B and C. The concentration of vitamin C can be estimated in a sample of health drink by testing it with iodine solution. The test involves adding drops of iodine solution to the health drink sample until the sample remains blue-black. The greater the volume of iodine solution added, the higher the concentration of vitamin C in the health drink. The student used this method: Step 1 Label three test-tubes A, B and C. Step 2 Use a syringe to add 1 cm3 of starch suspension to each of test-tubes A, B and C. Step 3 Use a clean syringe to add 3 cm3 of health drink A to test-tube A. Step 4 Use a clean syringe to add 3 cm3 of health drink B to test-tube B. Step 5 Use a clean syringe to add 3 cm3 of health drink C to test-tube C. Step 6 Use a dropping pipette to add one drop of iodine solution to test-tube A and shake the test-tube gently to mix the contents. Step 7 Repeat step 6, counting the number of drops added, until a blue-black colour appears and stays blue-black after mixing. Step 8 Record the total number of drops of iodine solution added to test-tube A. Step 9 Repeat steps 6 to 8 with test-tubes B and C. Refill the dropping pipette with more iodine solution as necessary. Step 10 Pour the contents of test-tubes A, B and C into the waste container and rinse the test-tubes in clean water. Repeat steps 2 to 9 to obtain another set of results. Step 11 Repeat step 10 to obtain a third set of results. The student’s results are shown in Fig. 1.1. C = 3 drops Solution A = 5 B = 17 =2 =4 = 19 =1 =6 = 15 Fig. 1.1 (a) (i) Prepare a table and record the results shown in Fig. 1.1. Calculate the average number of drops of iodine solution used for each solution. Include these averages in your table. [4] (ii) Suggest a reason why the starch suspension was added to each of the test-tubes in this investigation. …… [1] (iii) State which health drink, A, B or C, has the highest concentration of vitamin C and give a reason for your answer. …… [1] (iv) Identify the variable that was measured (the dependent variable) in this investigation. …… [1] (v) Explain why it was important to use a clean syringe in steps 3, 4 and 5. …… [1] (vi) Identify one possible source of error in steps 6 and 7 and suggest an improvement to the method to reduce the effect of this error. error …… improvement …… [2] (b) A student prepared six vitamin C solutions of different concentrations. They added drops of iodine solution until each concentration of vitamin C solution remained blue-black. The experiment was repeated three times and the average number of drops of iodine solution added was calculated for each concentration. Table 1.1 shows the student’s results. Table 1.1 percentage vitamin C number of drops of iodine solution added concentration trial 1 trial 2 trial 3 average 0.000 1 1 1 1 0.025 3 3 3 3 0.050 4 19 6 5 0.100 11 10 12 11 0.200 20 16 18 18 0.400 38 36 40 38 (i) The student decided that the result for trial 2 of the 0.050% vitamin C solution was anomalous. State what is meant by an anomalous result. …… [1] (ii) State how the student dealt with the anomalous result when calculating the average value for the 0.050% vitamin C solution. …… [1] (iii) Using the data in Table 1.1, plot a line graph on the grid of the percentage vitamin C concentration against the average number of drops of iodine solution added. [4] (iv) The student was given a health drink, D. It took seven drops of iodine solution to change it to a blue-black colour. Use the graph to estimate the vitamin C concentration in health drink D. On the graph, show how you estimated the vitamin C concentration. vitamin C concentration of D …… % [2] (v) Describe one way in which the method for testing a substance with Benedict’s solution differs from the method for testing a substance with biuret solution. …… [1] [Total: 19]

Mark scheme

1(a)(i) table drawn with minimum of two , columns / rows and with 4 a line separating headings from the body of the table ; appropriate headings for each, column / row ; nine correct results recorded ; three correct averages ; 1(a)(ii) as an indicator / so that the iodine would change colour 1 / to see the change / to react with the iodine / to give a positive result with iodine / AW ; 1(a)(iii) (health drink / solution) B 1 because B needs more (drops / greater volume of) iodine (solution to stay blue-black) ; 1(a)(iv) the, number / amount, of drops (of iodine solution added) ; 1 1(a)(v) to prevent contamination / so the solutions are not 1 mixed / AW ; 1(a)(vi) error: 2 error must match improvement volume (of iodine) not directly measured / inconsistent drop size / using a (dropping) pipette ; improvement: use a syringe / use a burette / use a graduated pipette / use a measuring cylinder / measure the (iodine) volume ; or error: judgement of the endpoint / endpoint is subjective / endpoint is qualitative ; improvement: compare to a colour standard / compare to a colour chart / compare to one that had already changed colour / colorimeter ; or error: different degree of , shaking / mixing / stirring ; improvement: shake at a fixed speed / use a (mechanical) stirrer / AW ; or error: different time of , mixing / shaking ; improvement: shake / stir , for a fixed time ; 1(b)(i) a result that does not fit the , pattern / trend (of the other 1 results) or was, very different / much higher, than the other two, results / trials 1 and 2 or was outside the range of the other results / is an outlier / AW ; 1(b)(ii) removed it / did not include it / ignored it / excluded it / only 1 used the other two results / AW ; 1(b)(iii) axes labelled with units that match the table headers ; 4 linear scale and plotting area that occupies at least half the grid in both directions ; six points plotted accurately ± half a small square ; suitable line drawn ; 1(b)(iv) indication on the graph of where reading taken ; 2 correct value from candidate’s graph at seven drops (± ½ a small square) ; 1(b)(v) (Benedict’s reagent / it) must be heated ; 1

Question 215 marks

Question

(a) Fig. 2.1 is a photograph of the largest butterfly in the world, the Queen Alexandra’s birdwing butterfly. E F magnification ×0.3 Fig. 2.1 (i) Line EF represents the wingspan of the Queen Alexandra’s birdwing butterfly. Measure the length of line EF on Fig. 2.1. length of line EF…… mm Calculate the actual wingspan of the butterfly using the formula and your measurement. length of line EF magnification = actual wingspan of the butterfly Give your answer to two significant figures. Space for working. …… mm [3] (ii) Fig. 2.2 shows one wing from the Queen Alexandra’s birdwing butterfly. Fig. 2.2 Draw a large diagram of the butterfly wing shown in Fig. 2.2. [4] (b) Fig. 2.3 is a photograph of a Queen Alexandra’s birdwing caterpillar. Fig. 2.3 Fig. 2.4 is a photograph of a monarch butterfly caterpillar. Fig. 2.4 Identify two differences between the Queen Alexandra’s birdwing caterpillar in Fig. 2.3 and the monarch butterfly caterpillar in Fig. 2.4. 1 …… 2 …… [2] (c) Caterpillars turn into butterflies after pupating. A scientist investigated the effect of temperature on the number of days taken for a caterpillar to become a butterfly. The scientist collected 120 caterpillars of one species of butterfly. All the caterpillars were the same age. Four glasshouses were prepared and each was maintained at a different temperature. 30 caterpillars were placed in each glasshouse. Each group of caterpillars was provided with the same mass of food. The scientist observed the caterpillars in the glasshouses and recorded the number of caterpillars remaining at each temperature. Table 2.1 shows the scientist’s results at 30 days and 60 days. Table 2.1 number of caterpillars number of caterpillars temperature / °C remaining at 30 days remaining at 60 days 15 26 25 20 9 2 25 5 0 30 24 22 (i) State two variables that were kept constant in this investigation. 1 …… 2 …… [2] (ii) Calculate the percentage change in the number of caterpillars remaining between 30 days and 60 days when the temperature was 15 °C. Give your answer to one decimal place. Space for working. …… % [3] (iii) Use the information in Table 2.1 to suggest the optimum (best) temperature for changing from a caterpillar into a butterfly. …… °C [1] [Total: 15]

Mark scheme

2(a)(i) line EF = 70 ±1 (mm) ; 3 MP1 correct measurement of line EF 230 ;; MP2 correct answer to any number of sig figs (70 ÷ 0.3 =) 233.33 MP3 correct rounding of their calculation to two significant figures A 240 if measurement is 71 mm (from 236.7) 2(a)(ii) outline: single, clear unbroken line ; 4 size: drawing must be at least 70 mm long ; detail 1: 8-10 segments drawn ; detail 2: black line thickness thicker near the top ; 2(b) any two from: 2 stripes / stripy pattern (Monarch) or one stripe (QA) ; antennae (Monarch) or no antennae (QA) ; rounded (pro)legs (Monarch) or spiky / pointy legs (QA) ; (visible) head (Monarch) or no (visible) head (QA) ; spikes on two segments / no spikes / smooth ‘skin’ (Monarch) or many spikes / spikes on each segment / AW (QA) ; QA , dark / much darker / mostly black ; 2(c)(i) any two from: 2 species (of butterfly / caterpillar) ; age ; mass / amount, of food ; number / amount, of caterpillars ; all kept in glasshouses ; number / amount, of days ; A time intervals / time of recording 2(c)(ii) (–)3.8 (%) ;;; 3 MP1 selection of data (see 25 and 26 somewhere) MP2 correct calculation ((26-25) ÷ 26 × 100 = 3.846) to any number of decimal places MP3 correct rounding of their calculation to one decimal place 2(c)(iii) 25 (oC) ; 1

Question 36 marks

Question

Plan an investigation to determine the effect of temperature on the rate of photosynthesis in an aquatic plant. …… [6]

Mark scheme

3 six from: 6 1 independent variable at least two different temperatures , tested / stated ; 2 dependent variable counting bubbles / measuring volume of gas given off ; A colour change of hydrogencarbonate indicator / measure, oxygen or carbon dioxide, concentration 3, 4, 5 variables kept constant - max three from ;;; set time period (for measurement) species / type of, plant / plant tissue size / mass of plant or number of leaves age of plant carbon dioxide / HCO3- concentration light intensity / same lamp / same light bulb / AW pH of water nutrient content of water volume of water 6, 7 method – max two from ;; use of gas syringe / upturned measuring cylinder or test-tube method of controlling the temperature fixed distance from light source use of heat shield equilibration time use of oxygen probe AVP 8 repeat investigation (at least) twice / at least two replicates ;

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Where can I find the 0610/61 October/November 2022 mark scheme?

On this page, free: the mark scheme for IGCSE Biology 0610/61, October/November 2022 (0610_w22_ms_61), and the question paper (0610_w22_qp_61), to read or download, with each question's marking points written out underneath.

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Biology 0610/61 for October/November 2022 is out of 40 marks, with 1 hour to answer it.

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