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Biology 0610/61 October/November 2019: question paper and mark scheme

Cambridge IGCSE Biology (0610), Paper 6 Alternative to Practical, October/November 2019. Read both free below, or download them. Done the paper? Get it marked by AI against this mark scheme.

0610_w19_qp_610610_w19_ms_610610/61/O/N/19

Paper
Paper 6 Alternative to Practical
Total marks
40
Time
1 hour
Questions
2
Code on the paper
0610/61/O/N/19
0610_w19_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 127 marks

Question

The leaves of plants contain chlorophyll and other coloured pigments that are used in photosynthesis to trap light. Some students investigated the pigments present in a green leaf using chromatography. The process of chromatography separates the pigments. The more soluble the pigment the further it moves. In this experiment the pigments in a green leaf were dissolved in a solvent (S1). The solvent moved up the paper carrying the dissolved pigments different distances. Step 1 The pigments from a green leaf were transferred to a strip of chromatography paper by pressing the leaf onto the paper using the edge of a metal disc. A green line was then visible on the paper as shown in Fig. 1.1. metal disc rolling leaf green line 3 cm chromatography paper over the leaf from one end Fig. 1.1 Step 2 Solvent S1 was poured into a test-tube to a depth of 2 cm. Step 3 The strip of chromatography paper was lowered into the test-tube with the green line at the bottom so that part of the chromatography paper was in solvent S1. The green line remained above the level of solvent S1 as shown in Fig. 1.2. stopper test-tube chromatography paper green line solvent S1 2 cm Fig. 1.2 Step 4 The free end of the chromatography paper was folded over the edge of the test-tube and a stopper was placed into the test-tube. The movement of solvent S1 up the chromatography paper was observed for 15 minutes. Step 5 After 15 minutes the strip of chromatography paper was removed from the test-tube. Step 6 The chromatography paper was placed on a paper towel and a pencil line was drawn across the paper to mark how far up the chromatography paper solvent S1 had moved. (a) Fig. 1.3 shows a diagram of the chromatography paper after it was dry. solvent line green line Fig. 1.3 (i) State how many different pigments are visible on the chromatography paper in Fig. 1.3. …… [1] (ii) Suggest why it was important that the green line was kept above solvent S1 in the test-tube in Fig. 1.2. …… [1] (iii) The students investigated the pigments in another type of green leaf using the same method. State two variables that should be kept constant in this investigation. 1 …… 2 …… [2] (b) Some students used a different method to obtain the pigments from a leaf by cutting up the leaf and grinding it with ethanol. They filtered the mixture and obtained a chlorophyll extract which was then evaporated until only a small volume of extract remained. Ethanol is flammable. (i) State one safety precaution that the students would take when evaporating substances containing ethanol. …… [1] (ii) A start line was drawn in pencil on a piece of chromatography paper. A small drop of the concentrated chlorophyll extract was placed on the start line and allowed to dry. The chromatography paper was then placed in a test-tube containing a different solvent (S2) and left for 10 minutes. Fig. 1.4 shows the appearance of the chromatography paper after it was removed from solvent S2 and allowed to dry. solvent line orange-yellow the maximum distance moved yellow by solvent S2 from the start line blue-green the maximum distance moved green by green pigment from the start line drop of chlorophyll extract on the start line Fig. 1.4 The different pigments can be compared by calculating their Rf value. the maximum distance moved by the pigment from the start line Rf value = the maximum distance moved by the solvent from the start line Fig. 1.4 shows where these distances were measured on the chromatography paper for the green pigment. The students calculated some of the Rf values. The results are shown in Fig. 1.5. green 0.24 blue-green 0.40 yellow 0.45 Fig. 1.5 Calculate the Rf values for the orange-yellow pigment in Fig. 1.4. Give your answer to two decimal places. the maximum distance moved by the orange-yellow pigment from the start line …… mm the maximum distance moved by the solvent from the start line …… mm orange-yellow Rf value …… [3] (iii) Prepare a table and record the colours and Rf values of the four pigments. [3] (iv) Identify the pigment colour that is the least soluble and explain your choice. pigment colour …… explanation …… [2] (c) The method used to separate the leaf pigments in 1(b) is different from the method used in 1(a). Describe two ways in which the method used in 1(b) is an improvement to the method used in 1(a). 1 …… 2 …… [2] (d) Chloroplasts can contain starch. State the name of the substance that would be used to test for the presence of starch. …… [1] (e) Chloroplasts contain coloured pigments. Fig. 1.6 shows some of the cells from a leaf that contain chloroplasts. cell containing chloroplasts chloroplasts Fig. 1.6 Make a large drawing to show the three complete cells containing chloroplasts in Fig. 1.6. Label one chloroplast on your drawing. [5] (f) Some plants have leaves that are not green. For example the plant may have red, purple or yellow leaves. A student predicted that leaves of different colours would have different rates of photosynthesis. Plan an investigation to find out if the student’s prediction is correct. …… [6] [Total: 27]

Mark scheme

1(a)(i) 3; 1 1(a)(ii) idea of: so that the, green line / pigment / leaf extract, will not, wash 1 off / dissolve (into the solvent) ; 1(a)(iii) type of solvent ; 2 time (for leaving filter paper in the solvent / test tube) ; depth / height, of solvent ; concentration of solvent ; diameter of test-tube ; temperature ; distance of pigment, from the end of the paper / distance between line to solvent ; type of (chromatography) paper ; length of (chromatography) paper ; pH ; method of transfer of pigment to paper / amount of pigment ; 1(b)(i) not using a Bunsen / flames / AW ; 1 using water-bath / electric heater ; 1(b)(ii) distance of orange-yellow pigment 75 ± 1 (mm) 3 and distance of solvent front 80 ± 1 (mm) ; 0.94 ;; 1(b)(iii) table drawn with minimum of two columns and header line ; 3 appropriate column / row headings ; three correct Rf values for green, blue-green and yellow and four colours ; 1(b)(iv) green ; 2 moves the least (distance up the paper) / smallest Rf value ; 1(c) the extract is more concentrated / contains more chlorophyll or 2 chloroplasts / the spot is smaller / less spread out than a line ; idea that it is more pure e.g. there is no cell debris in the extract / extract was filtered so was purer ; the solvent / ethanol / S2 / method 1b, was better at separating the pigments than S1 / 1a / AW ; 1(d) iodine (solution) ; 1 1(e) 1 outline of cells as clear single lines ; 5 2 drawing occupies at least half the space available (wider than 65 mm) ; 3 detail 1: approx. correct shape and proportions of three cells (i.e. 2 cells on left approx. same total size as the large cell on right) and cells up to 10 mm apart ; 4 detail 2: 6 chloroplasts in smallest cell / 5 chloroplasts in medium cell / 9 chloroplasts in largest cell ; 5 one chloroplast labelled ; 1(f) 1 using at least 2 different colours of leaf ; 6 2 identifying the dependent variable ; e.g. oxygen / gas production / indicator colour change 3 measuring (dependent variable) after a set time ; 4 method of collecting gas in a set time ; e.g. use of a measuring cylinder / gas syringe / counting bubbles / how long it takes leaf discs to surface 5 method to control temperature ; 6, 7, 8 three from: ;;; • same surface area / size / age, of leaf / plant • same temperature • same light, intensity / amount • same carbon dioxide, concentration / amount • same volume / amount of water • same volume / concentration / amount, of indicator 9 2 or more repeats / three or more trials of each leaf colour ;

Question 213 marks

Question

(a) Fig. 2.1 is a diagram of a sample of red blood cells on part of a counting grid. The blood has been diluted 200 times so that the cells can be counted more easily. A light microscope is used to view the counting grid. TOP counting grid LEFT RIGHT BOTTOM magnification ×550 Fig. 2.1 (i) Scientists count the number of red blood cells to estimate the total number of red blood cells in the blood. Cells that are touching the top and left side of the grid are counted. Cells touching the bottom and right side of the grid are not counted. State how many cells would not be counted in the sample in Fig. 2.1. …… [1] (ii) The actual size of the counting grid in Fig. 2.1 is 0.20 mm × 0.20 mm. The depth of the counting grid is 0.10 mm. Calculate the volume of the counting grid. …… mm3 [1] (iii) A different sample of blood was also diluted 200 times. The number of red blood cells inside the same size counting grid was 95. Calculate the number of red blood cells per mm3 of undiluted blood. Use the formula: red blood cells counted × dilution number of red blood cells per mm3 = volume of the counting grid Space for working. number of red blood cells per mm3 …… [1] (b) Table 2.1 describes the number of red blood cells and white blood cells in different blood samples. Table 2.1 condition number of red blood cells number of white blood cells healthy normal normal anaemia low normal leukaemia low high infection normal high Fig. 2.2 shows drawings of blood samples. healthy blood A B C D Key: red blood cells white blood cells Fig. 2.2 State the letters in Fig. 2.2 which could represent these conditions: infection …… anaemia …… . [2] (c) Anaemia can also be diagnosed by measuring the haemoglobin content of the blood. Samples of blood were collected from 1800 men and 2400 women. The haemoglobin content of their blood was measured and the percentage of people with anaemia was calculated. Table 2.2 shows the percentage of men and women in the sample who have anaemia. Table 2.2 percentage with anaemia age group men women 65–74 7.0 8.5 75–84 16.5 11.0 85–94 26.0 20.5 (i) Plot a histogram to show the percentage of men and women with anaemia in each age group. [5] (ii) Describe the trends shown by these data. …… [2] (iii) Suggest why the data was reported as percentages rather than the actual numbers of men and women with anaemia. …… [1] [Total: 13]

Mark scheme

2(a)(i) 3; 1 A 3–6 2(a)(ii) 0.004 (mm3) ; 1 A 4 × 10-3 or 4 µm3 2(a)(iii) 4 750 000 / 4.75 × 106 ; 1 ecf volume calculated in 2(a)(ii) 2(b) infection: D ; 2 anaemia: A ; 2(c)(i) axes labelled ; 5 suitable even scale and plots occupy at least half the grid in both directions ; all points plotted accurately ±half a small square ; bars drawn ; key ; 2(c)(ii) as age increases % with anaemia increases ; 2 women (%) higher than men up to 74 then men higher ; women show a slow increase (in %) then faster increase (from age 85) / increase for men is constant / AW ; 2(c)(iii) idea of: more women than men were sampled ; 1

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Where can I find the 0610/61 October/November 2019 mark scheme?

On this page, free: the mark scheme for IGCSE Biology 0610/61, October/November 2019 (0610_w19_ms_61), and the question paper (0610_w19_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 2019 is out of 40 marks, with 1 hour to answer it, across 2 questions.

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