← Grade 5 Science

Exam practice

Every question from the end of every unit, with hints and answers to open. After you check an answer, mark how you did, and come back to the ones you didn’t get.

31 questions

Unit 1 · Scientific Learning

Exercise (Scientific learning)

3. Fill in the blanks

a.

Observation is done with the help of ______.

Answer

Observation is done with the help of sense organs.

b.

The result we reach at the end of an experiment is called a ______.

Answer

The result we reach at the end of an experiment is called a conclusion.

c.

The knowledge collected from a test or an experiment is called ______.

Answer

The knowledge collected from a test or an experiment is called information.

d.

The ______ of a thing can be found through observations, tests and experiments.

Answer

The properties of a thing can be found through observations, tests and experiments. (“Estimation” is not needed.)

4. Answer these questions

a.

What is observation? List the properties of things that can be found, and that can’t be found, by observation.

Answer

Observation is finding out the properties of things with our sense organs.

  • Can be found: color, shape, size (roughly), smell, taste, sound, roughness or smoothness, hardness or softness, hot or cold.
  • Can’t be found: exact length, mass, volume and temperature; whether it dissolves in water; whether it burns.
b.

List any four properties of a thing that can only be found by testing and experimenting, not by observing.

Answer

Any four:

  • its exact mass (weight);
  • its exact volume;
  • whether it dissolves in water;
  • whether it burns;
  • its exact length;
  • its exact temperature.
c.

To know the weight of a thing, we must weigh it. Is this observation, experiment or inquiry? Why?

Answer

It is an experiment. We can’t find the exact weight by looking or lifting: that gives only a guess. We have to do something: put the thing on a balance and measure it. Finding out by doing is experiment.

d.

You are given some table salt and some cooking oil. How would you compare their properties? Which ways of scientific learning would you use, and how?

Answer
  • Observation: look at them (salt is white and grainy; oil is yellow and runny), smell them, touch them, taste a tiny bit. Salt is a solid. Oil is a liquid.
  • Experiment: put each into water. Salt dissolves; oil floats on top and doesn’t mix. Measure the same amount of each with a spoon and weigh them on a balance. With a teacher, dip a cotton wick in oil and try to light it, as in a lamp: oil burns. Salt doesn’t burn.
  • Inquiry: ask a teacher, read or search why salt dissolves and oil floats.

Then write a conclusion from all of these.

e.

How does inquiry help us learn? Explain with examples.

Answer

Inquiry helps us find the reasons behind what we observe and test.

  • Example 1: Ayusha saw that a lamp doesn’t burn with milk. By asking and reading, she can learn why: milk is mostly water, and water doesn’t burn.
  • Example 2: a farmer sees that his crop is poor. He asks other farmers and experts, and reads. He learns which seeds and manure suit his field. Next year, his crop is better.

So inquiry turns “what happens” into “why it happens”. It helps us make discoveries.

Exercise (Scientific apparatus)

3. Fill in the blanks

a.

A drawing made with lines or symbols is called a ______ diagram.

Answer

A drawing made with lines or symbols is called a schematic diagram.

b.

A ______ is used to hold up a flask while it is heated.

Answer

A tripod stand is used to hold up a flask while it is heated.

c.

It is easy to observe things in glass test tubes, beakers and flasks, because they are ______.

Answer

It is easy to observe things in glass test tubes, beakers and flasks, because they are transparent.

d.

A ______ is used to measure the mass of a thing.

Answer

A physical balance is used to measure the mass of a thing. (“Spring balance” is not needed.)

4. Match the name with the picture

4.

Match each picture in Figure 1.11 with its name: funnel, beaker, conical flask, measuring cylinder, test tube.

Answer
  1. measuring cylinder
  2. test tube
  3. funnel
  4. conical flask

(The beaker has no picture.)

5. Answer these questions

a.

What should we keep in mind while drawing a schematic diagram? Write any four points.

Answer

Any four:

  • Don’t close the mouth of the apparatus.
  • Don’t shade or color it.
  • Draw with single lines.
  • Draw it flat (two-dimensional).
  • Keep the sizes in the right proportion.
  • Use a sharp pencil and a ruler.
b.

Write any three reasons why schematic diagrams are important.

Answer

Any three:

  • They are quick and easy to draw.
  • They show clearly how apparatus is set up, so others can repeat the experiment.
  • Anyone can understand them, because everyone uses the same simple shapes.
  • They show sizes in the right proportion, so things can be compared.
c.

Make a table of things in a kitchen and in a laboratory that do the same job.

Answer
Job In the kitchen In the laboratory
giving heat gas stove, firewood Bunsen burner, spirit lamp
holding a pot over the heat bricks, odaan (tripod) tripod stand
holding liquids to heat pot, pan beaker, flask
measuring liquids measuring jug, mana measuring cylinder
measuring mass kitchen scale physical balance, digital balance
pouring into a bottle funnel funnel
separating solid from liquid tea strainer filter paper in a funnel
d.

Draw a schematic diagram of the place around your home: your home, the nearby main road, the main square (chowk) and other public places.

Answer

Your map will be your own. To draw it:

  • Draw roads as two straight lines, and paths as one line.
  • Draw your home, school, temple or shop as small squares or simple symbols, and write each name beside it.
  • Keep things in the right places: if the temple is next to the square, draw it there.
  • Add an arrow pointing north (N), and use a pencil and a ruler. No shading or color.
e.

Draw schematic diagrams of a tripod stand, a beaker, a test tube and a conical flask.

Answer

Draw them with single lines, flat, with no color, and with their mouths open, as in Figure 1.9.

  • Tripod stand: a flat line for the top, with two legs slanting down and out.
  • Beaker: a U with straight sides and a flat bottom, open at the top.
  • Test tube: a long, thin U with a round bottom, open at the top.
  • Conical flask: a narrow neck on top of a wide, sloping body with a flat bottom.

Exercise (Measurement)

3. Fill in the blanks

a.

One thousand meters is equal to one ______.

Answer

One thousand meters is equal to one kilometer.

b.

One ______ is equal to 1000 liters.

Answer

One cubic meter is equal to 1000 liters. (A box 1 m long, 1 m wide and 1 m high holds 1000 liters of water.)

c.

A flat shape with no height or thickness has a surface but no ______.

Answer

A flat shape with no height or thickness has a surface but no volume.

d.

The fixed amount used to measure a quantity is called a ______.

Answer

The fixed amount used to measure a quantity is called a unit.

e.

______ is comparing an unknown amount with a known amount.

Answer

Measurement is comparing an unknown amount with a known amount. (“Square meters” is not needed.)

4. Match the units with what they measure

4.

Match each unit with the quantity it measures.
Units: kilogram, meter, second, square meter, liter
Quantities: volume, weight, area, mass, length, time

Answer
Unit Quantity
kilogram mass
meter length
second time
square meter area
liter volume

(“Weight” is left over. In daily life we say a thing “weighs 2 kg”, but the kilogram is the unit of mass.)

5. Answer these questions

a.

What is mass? Name the instruments used to measure mass, and its units.

Answer
  • Mass is the amount of matter in a thing.
  • Instruments: a physical balance with standard weights, a digital balance, and the weighing scales in shops.
  • Units: milligram (mg), gram (g) and kilogram (kg). For very heavy things, quintal (100 kg) and tonne (1000 kg). 1000 g = 1 kg.
b.

The school playground is 50 feet long. What is its length in meters?

Answer

1 foot = 30.48 cm.
50 feet = 50 × 30.48 cm = 1524 cm.
100 cm = 1 m, so 1524 cm = 1524 ÷ 100 m = 15.24 m.

c.

List the instruments used in daily life to measure the volume of solids and liquids.

Answer
  • Liquids: a measuring cylinder, a measuring jug, a measuring cup and spoon, a liter bottle, a syringe (for medicine), the meter at a petrol pump.
  • Grains and other solids in small pieces: a mana and a pathi.
  • Box-shaped solids: a ruler or measuring tape, to find length, breadth and height (V = l × b × h).
  • Irregular solids: a measuring cylinder with water.
d.

How is the timer of a phone’s clock app different from its stopwatch? Explain with examples.

Answer
  • Stopwatch: it starts at zero and counts up. It measures how long something takes. Example: timing a friend running 50 m (9.6 seconds).
  • Timer: you set a time, and it counts down to zero. Then it rings, to tell you the time is over. Example: cooking rice for 15 minutes, or a 10-minute test.
e.

Describe, with a diagram, how to measure the volume of a thing with an irregular shape.

Answer

For a small stone:

  1. Pour some water into a measuring cylinder. Read its volume, say 50 ml.
  2. Tie the stone to a thread. Lower it gently until it is fully under water.
  3. Read the new level, say 62 ml.
  4. Volume of the stone = 62 − 50 = 12 cm³.

Draw it as in Figure 1.18.

For a stone too big for the cylinder, fill a pot to the brim, stand it in a bowl, lower the stone in, and measure the water that spills out (Figure 1.19).

f.

Suruchi has a piece of wood with an irregular shape. It floats on water. How can she find its volume with a measuring cylinder? Describe it with a diagram.

Answer

A floating thing won’t go under the water by itself. So she uses a sinker: a small stone that pulls it under.

  1. Pour water into a measuring cylinder. Tie a small stone to a thread and lower it in. Read the level, say 60 ml.
  2. Take it out. Tie the wood to the stone, so the stone pulls the wood under. Lower both in until the wood is fully under water. Read the level, say 75 ml.
  3. Volume of the wood = 75 − 60 = 15 cm³.
102030405060708090100ml60 mlstone (sinker)1. water and stone102030405060708090100ml75 mlwoodstone2. water, stone and woodwood = 75 − 60 = 15 cm³
Figure 1.22 Finding the volume of a floating piece of wood. With only the stone, the water reads 60 ml. With the stone and the wood together, it reads 75 ml. The wood’s volume is 75 − 60 = 15 cm³.

She could also push the wood under with a very thin pin. The pin is so thin that it hardly changes the level.