Liam is building a rectangular garden bed that is 3.5 meters long and 2.25 meters wide. He wants to put a decorative border around the entire garden. What is the total distance around the garden bed that Liam needs to border?Answer: ______________
(6.25 × 8) + (42.3 ÷ 9) = ?Answer: ______________
Write an expression: 8 more than 7 times 9Answer: ______________
Write an expression: 14 more than 9 times 23.Answer: ______________
Write an expression: 18 more than 7 times 23.Answer: ______________
Write an expression: 11 more than 13 times 17Answer: ______________
A rectangular garden is divided into 4 equal square sections. Each square section has a side length of 12 meters. What is the total area of the entire garden?Answer: ______________
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Answer Key & Explanations
Write Expressions · Grade 5 · Worksheet 3
(6.4 × 7) + (87.5 ÷ 5) = ?Answer: 62.3 Solution: Calculate the multiplication inside the first parentheses: 6.4 × 7 = 44.8 Calculate the division inside the second parentheses: 87.5 ÷ 5 = 17.5 Add the results from Step 1 and Step 2: 44.8 + 17.5 = 62.3 The answer is 62.3.Full step-by-step solution
Step 1: Calculate the multiplication inside the first parentheses: 6.4 × 7 = 44.8
Step 2: Calculate the division inside the second parentheses: 87.5 ÷ 5 = 17.5
Step 3: Add the results from Step 1 and Step 2: 44.8 + 17.5 = 62.3
The answer is 62.3.
Liam is building a rectangular garden bed that is 3.5 meters long and 2.25 meters wide. He wants to put a decorative border around the entire garden. What is the total distance around the garden bed that Liam needs to border?Answer: 11.5 meters Solution: To find the total distance around the garden bed, we need to calculate the perimeter of the rectangle. Recall the formula for the perimeter of a rectangle. Perimeter = 2 × (length + width) Identify the given measurements.Full step-by-step solution
To find the total distance around the garden bed, we need to calculate the perimeter of the rectangle.
Step 1: Recall the formula for the perimeter of a rectangle.
Perimeter = 2 × (length + width)
Step 2: Identify the given measurements.
Length = 3.5 meters
Width = 2.25 meters
Step 3: Add the length and the width.
3.5 + 2.25 = 5.75 meters
Step 4: Multiply the sum by 2.
2 × 5.75 = 11.5 meters
Step 5: State the final answer.
The total distance around the garden bed that Liam needs to border is 11.5 meters.
(6.25 × 8) + (42.3 ÷ 9) = ?Answer: 54.7 Solution: Calculate the multiplication inside the first parentheses: 6.25 × 8 = 50 Calculate the division inside the second parentheses: 42.3 ÷ 9 = 4.7 Add the results from Step 1 and Step 2: 50 + 4.7 = 54.7 The answer is 54.7.Full step-by-step solution
Step 1: Calculate the multiplication inside the first parentheses: 6.25 × 8 = 50
Step 2: Calculate the division inside the second parentheses: 42.3 ÷ 9 = 4.7
Step 3: Add the results from Step 1 and Step 2: 50 + 4.7 = 54.7
The answer is 54.7.
Write an expression: 8 more than 7 times 9Answer: (7 × 9) + 8 Solution: Identify the multiplication part: '7 times 9' means 7 × 9. Identify the addition part: '8 more than' means add 8 to the result. Write the expression with parentheses to show multiplication first: (7 × 9) + 8.Full step-by-step solution
Step 1: Identify the multiplication part: '7 times 9' means 7 × 9.
Step 2: Identify the addition part: '8 more than' means add 8 to the result.
Step 3: Write the expression with parentheses to show multiplication first: (7 × 9) + 8.
The expression is (7 × 9) + 8.
Write an expression: 14 more than 9 times 23.Answer: (9 × 23) + 14 Solution: Identify the multiplication part: '9 times 23' means 9 × 23. Identify the addition part: '14 more than' means add 14 to the result. Write the expression with parentheses to show multiplication first: (9 × 23) + 14.Full step-by-step solution
Step 1: Identify the multiplication part: '9 times 23' means 9 × 23.
Step 2: Identify the addition part: '14 more than' means add 14 to the result.
Step 3: Write the expression with parentheses to show multiplication first: (9 × 23) + 14.
The expression is (9 × 23) + 14.
Write an expression: 18 more than 7 times 23.Answer: (7 × 23) + 18 Solution: Identify the multiplication part: '7 times 23' means 7 × 23. Identify the addition part: '18 more than' means add 18 to the result of the multiplication.Full step-by-step solution
Step 1: Identify the multiplication part: '7 times 23' means 7 × 23.
Step 2: Identify the addition part: '18 more than' means add 18 to the result of the multiplication.
Step 3: Write the expression with parentheses to show multiplication first: (7 × 23) + 18.
The expression is (7 × 23) + 18.
Write an expression: 11 more than 13 times 17Answer: (13 × 17) + 11 Solution: Identify the multiplication part: '13 times 17' means 13 × 17. Identify the addition part: '11 more than' means add 11 to the result. Write the expression with parentheses to show multiplication first: (13 × 17) + 11.Full step-by-step solution
Step 1: Identify the multiplication part: '13 times 17' means 13 × 17.
Step 2: Identify the addition part: '11 more than' means add 11 to the result.
Step 3: Write the expression with parentheses to show multiplication first: (13 × 17) + 11.
The expression is (13 × 17) + 11.
A rectangular garden is divided into 4 equal square sections. Each square section has a side length of 12 meters. What is the total area of the entire garden?Answer: 576 Solution: Find the area of one square section. Area of a square = side × side = 12 m × 12 m = 144 square meters. Since there are 4 equal sections, multiply the area of one section by 4: 144 × 4.Full step-by-step solution
Step 1: Find the area of one square section. Area of a square = side × side = 12 m × 12 m = 144 square meters.
Step 2: Since there are 4 equal sections, multiply the area of one section by 4: 144 × 4.
Step 3: Calculate 144 × 4 = 576.
Step 4: The total area of the entire garden is 576 square meters.
The answer is 576.