How many inches should be added to 3 ft to make it 1 m? Write with calculation.
Answer (2)
To determine how many inches to add to 3 feet to equal 1 meter, first convert 3 feet to inches (36 inches) and 1 meter to inches (approximately 39.37 inches). Then, subtract 36 from 39.37, resulting in approximately 3.37 inches. Thus, you should add 3.37 inches to 3 feet.
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Convert 3 feet to inches: 3 ft × 12 ft in = 36 in .
State that 1 meter is approximately 39.37 inches.
Subtract the length of 3 feet in inches from 1 meter in inches: 39.37 in − 36 in = 3.37 in .
Therefore, you should add 3.37 inches to 3 feet to make it 1 meter.
Explanation
Understanding the Problem Let's break down this problem. We need to find out how many inches we should add to 3 feet to get 1 meter. To do this, we'll first convert 3 feet into inches and 1 meter into inches. Then, we'll subtract the number of inches in 3 feet from the number of inches in 1 meter to find the difference.
Converting Feet to Inches First, we need to convert 3 feet to inches. We know that 1 foot is equal to 12 inches. So, we can multiply 3 feet by 12 inches/foot to find the equivalent length in inches: 3 feet × 12 foot inches = 36 inches So, 3 feet is equal to 36 inches.
Stating the Equivalent of 1 Meter in Inches Next, we know that 1 meter is approximately equal to 39.37 inches.
Finding the Difference Now, we need to find the difference between 1 meter (in inches) and 3 feet (in inches). We subtract the number of inches in 3 feet from the number of inches in 1 meter: 39.37 inches − 36 inches = 3.37 inches So, we need to add 3.37 inches to 3 feet to make it 1 meter.
Examples
Imagine you're building a bookshelf and need a shelf that's exactly 1 meter long. You have a piece of wood that's 3 feet long. To figure out how much more wood you need to add, you'd use this calculation. Converting both measurements to inches allows you to easily find the difference and cut the right amount of additional wood. This kind of conversion is also useful in sewing, construction, and many other practical applications where precise measurements are important.
