Concept explainers
a)
To find: The perimeter of square tile, tobe used in garden, in mixed fraction form.
a)
Answer to Problem 62STP
Perimeter of the square tile in mixed fraction form is
Explanation of Solution
Given information: It is given that the length of one side of the square tile is
Formula used: Perimeter of the square
and also that 1 feet= 12 inches.
Calculation:So, as each side of the square tile is given
Perimeter of the square tile
Conclusion: Thus, perimeter of the square tile in mixed fraction form is
b)
To find: Area of given square tile in different forms.
b)
Answer to Problem 62STP
Area of the square tile in mixed fraction form is
Explanation of Solution
Given information: It is given that the length of one side of the square tile is
Formula used: Area of the square
and 1 feet= 12 inches.
Calculation:So, as each side of the square tile is given
Area of the square tile
Conclusion: Thus, area of the square tile in mixed fraction form is
c)
To find: The perimeter of square tile, to be used in garden, in different forms.
c)
Answer to Problem 62STP
Perimeter of the tile is 80 inches.
Explanation of Solution
Given information: It is given that the length of one side of the square tile is
Formula used: Perimeter of the square
and 1 feet= 12 inches.
Calculation:So, as each side of the square tile is given
Perimeter of the square tile
Conclusion: Thus, perimeter of the tile is 80 inches.
d)
To find: Area of this square tile in square inches.
d)
Answer to Problem 62STP
Area of the tile is 33.33 inches.
Explanation of Solution
Given information: It is given that the length of one side of the square tile is
Formula used: Area of the square
and 1 feet= 12 inches.
Calculation:As each side of the square tile is given
Area of the square tile
Conclusion: Thus, area of the tile is 33.33 square inches.
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