FreeMathWorksheet

Full Practice

TN-MATH-GR3-41069 · v2.3

Sine Ratio

Grade 3 · Math · Trigonometry · FBISE

Grade

Grade 3

Subject

Math

Topic

Trigonometry

Subtopic

Sine Ratio

Curriculum

FBISE

Difficulty

Mixed

Time

50 minutes

Total marks

56

Student name

Teacher name

Date

Learning objectives

Recognise sine ratio accurately in math contexts.
Explain the underlying rule of sine ratio in the student's own words.
Apply sine ratio to multi-step and unfamiliar problems.
Justify a chosen method and identify errors in another student's work.

Skills assessed

Fluency and recall
Method and setting out
Reasoning and justification
Problem solving in context
Self-assessment

Instructions

Write your name, your teacher's name and the date in the header.
Answer every question in the space provided. Continue on the back if needed.
Show all working — method marks are awarded even when the final answer is wrong.
Aim to finish in about 50 minutes.
Complete the reflection box at the end before you hand the sheet in.

Warm-up

Bloom: Remember · 5 marks

Answer quickly. These check you are ready for the topic.

1.Circle one fact you already know about sine ratio.
[1]
2.Write down one fact you already know about sine ratio.
[1]
3.State one fact you already know about sine ratio.
[1]
4.Name one fact you already know about sine ratio.
[1]
5.Name one fact you already know about sine ratio.
[1]

FreeMathWorksheet · Grade 3 Math

Sine Ratio

Recall

Bloom: Remember · 5 marks

Complete from memory. No calculator, no notes.

1.Complete the key term used in sine ratio described here: item 1.
[1]
2.Define the key term used in sine ratio described here: item 2.
[1]
3.Complete the key term used in sine ratio described here: item 3.
[1]
4.Define the key term used in sine ratio described here: item 4.
[1]
5.Label the key term used in sine ratio described here: item 5.
[1]

Basic Practice

Bloom: Understand · 6 marks

Work through each item. Show the step you used.

1.Work out part 1 using the rule for sine ratio.
[1]
2.Match part 2 using the rule for sine ratio.
[1]
3.Complete part 3 using the rule for sine ratio.
[1]
4.Identify part 4 using the rule for sine ratio.
[1]
5.Complete part 5 using the rule for sine ratio.
[1]
6.Work out part 6 using the rule for sine ratio.
[1]

FreeMathWorksheet · Grade 3 Math

Sine Ratio

Guided Practice

Bloom: Understand · 10 marks

The first step is given. Finish the reasoning.

1.Using the first step given, finish part 1. Step 1 has been started for you.
[2]
2.Continue the working for part 2. Step 1 has been started for you.
[2]
3.Continue the working for part 3. Step 1 has been started for you.
[2]
4.Continue the working for part 4. Step 1 has been started for you.
[2]
5.Complete the method for part 5. Step 1 has been started for you.
[2]

Independent Practice

Bloom: Apply · 12 marks

No scaffolding. Set out your full method.

1.Determine part 1 on sine ratio without help.
[2]
2.Work out fully part 2 on sine ratio without help.
[2]
3.Solve part 3 on sine ratio without help.
[2]
4.Determine part 4 on sine ratio without help.
[2]
5.Calculate part 5 on sine ratio without help.
[2]
6.Work out fully part 6 on sine ratio without help.
[2]

FreeMathWorksheet · Grade 3 Math

Sine Ratio

Challenge Questions

Bloom: Analyse · 12 marks

Harder items. Attempt every one, even partially.

1.Deduce the statement in part 1 about sine ratio.
[3]
2.Deduce the statement in part 2 about sine ratio.
[3]
3.Prove the statement in part 3 about sine ratio.
[3]
4.Show that the statement in part 4 about sine ratio.
[3]

Real-life Application

Bloom: Apply · 6 marks

Use the skill in context. State units in your answer.

1.Apply a real math situation that depends on sine ratio.
[3]
2.Use the information to decide a real math situation that depends on sine ratio.
[3]

FreeMathWorksheet · Grade 3 Math

Sine Ratio

Reflection

Bloom: Create · 0 marks

Not marked. Answer honestly — this guides your next worksheet.

1.Record how confident you feel with sine ratio and what you will practise next.
[—]
2.Record how confident you feel with sine ratio and what you will practise next.
[—]