Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area

This handy Math in Focus Grade 3 Workbook Answer Key Chapter 19 Practice 1 Area provides detailed solutions for the textbook questions.

Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area

Draw and color two different figures. Use 4 squares (☐) and 2 half-squares (◣) for each figure.

Question 1.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 1
Answer:

Explanation:
Drawings may differ from one to one.
Using the squares in the grid we can draw different shapes.
Use 4 squares (☐) and 2 half-squares (◣) for each figure.
So, to differentiate the full square and half square shade with different colors, and then draw.

The figures are made of square and half-square tiles Write the area of each figure in the table.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 2

Question 2.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 3
Answer:

Explanation:
Area of a square is defined as the number of square units needed to fill a square.
In general, the area is defined as the region occupied inside the boundary of a flat object or 2d figure.
The measurement is done in square units with the standard unit being square meters (m 2).
As, it is mentioned  each square 1 unit square and each half square is half square unit.
So, by calculating each 1 square unit and half square units in the figure, we find Area.
In the figure A the area is 7 square units as it has 5 full squares and 4 half squares.
In the figure B the area is 6 square units as it has 6 full squares.
In the figure C the area is 6 square units as it has 6 full squares.
In the figure D the area is 8 square units as it has 7 full squares and 1 half square.
In the figure E the area is 9 square units as it has 7 full squares and 4 half squares.
In the figure F the area is 12 square units as it has 9 full squares and 6 half squares.

Question 3.
Figure _________ and Figure ________ have the same area.
Answer:
Figure  B and Figure C have the same area.
Explanation:
In the above table, Figure B and C have the same square units.
So, the Area of B and C is 6 square units.
They has 6 full square.

Question 4.
Figure ________ has the largest area.
Answer:
Figure F has the largest area.
Explanation:
In the above table, when compared with all Figures,
Figure F has the largest area.
So, the Area of F is 12 square units.
It has 9 full square and 3 half squares.

Draw two different figures with the same area on the grid.

Question 5.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 4
Answer:
4 x 3 =12 square units or 3 x 4 square units.

Explanation:
Drawings may differ from one to one, depending upon the number of units used in picture.
In the above grid each square is equal to 1 unit.
The area of drawn pictures in the grid is 12 square units.
In figure A it has 4 units vertically and 3 units horizontally.
So, 4 x 3 =12 square units
In figure B it has 3 units vertically and 4 units horizontally.
3 x 4 =12 square units.
4 x 3 =12 square units or 3 x 4 = 12 square units.

Add squares (☐) or half-squares (◣) to each figure to make its area 7 square units.

Question 6.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 5
Answer:
Area of the figures = 7 square units.

Explanation:
Area of a square is defined as the number of square units needed to fill a square.
As, it is mentioned  each square 1 unit square and each half square is half square unit.
So, by calculating each 1 square unit and half square units in the figure, we find Area.
Add 4 full squares to the figure A to make the area as 7 square units.
Add 1 full square and 2 half squares to the figure B to make the area as 7 square units.

Complete. Cut out the triangle tiles. Use all the tiles to make three figures with different areas. Glue them in the spaces below.

Question 7.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 6
Answer:

Explanation:
Area of a square is defined as the number of square units needed to fill a square.
As, it is mentioned  each square 1 unit square and each half square is half square unit.
So, by calculating each 1 square unit and half square units in the figure, we find Area.
In figure A the Area is 3 square units, it consists 6 triangles.
In figure B the Area is 4 square units, it consists 8 triangles.
In figure C the Area is 6 square units, it consists 12 triangles.

Question 8.
Which figure has the smallest area? Figure ____________
Answer:
Figure A
Explanation:
As, figure A consists 6 triangles.
So, the Area is 3 square units.

Question 9.
Which figure has the largest area? Figure _____________
Answer:
Figure C
Explanation:
As, figure C consists 12 triangles.
So, the Area is 6 square units.

Question 10.
Order the figures from smallest to largest area.
Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 7
Answer:
A, B, C
Explanation:
Compare all the figures and arrange them from least to greatest.
As, figure A consists 6 triangles.
So, the Area is 3 square units.
As, figure B consists 8 triangles.
So, the Area is 4 square units.
As, figure C consists 12 triangles.
So, the Area is 6 square units.

Math in Focus Grade 3 Chapter 19 Practice 1 Answer Key Area 8

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