37 and 40
The larger number is 12.
18 and 38
18 and 38
If the larger number can be anything more than twice the smaller number, then the two numbers can be:1 + 45 = 463 + 43 = 465 + 41 = 467 + 39 = 469 + 37 = 4611 + 35 = 4613 + 33 = 4615 + 31 = 46
On a number line, the numbers start with zero and get larger as they move to the right, They are negative and get smaller as they move to the left from the zero. To find which number is greater, you can find the places of two numbers on the line and the one on the right is greater.
The larger number is 12.
101 and 26
To find the larger number, we can add the difference of 12 to the smaller number of 17. This gives us 17 + 12 = 29. Therefore, the larger number is 29.
Let the smaller number be ( x ). Then the larger number can be expressed as ( 4x + 1 ). According to the problem, the sum of the two numbers is ( x + (4x + 1) = 106 ). Solving this equation, we have ( 5x + 1 = 106 ), which simplifies to ( 5x = 105 ), giving ( x = 21 ). Thus, the smaller number is 21, and the larger number is ( 4(21) + 1 = 85 ).
10 and 49
18 and 38
18 and 38
Since the numbers on a number line increase from left to right, it follows that any number to the left of another number is smaller than that other number. Of course, most of the time it is quite obvious which of two numbers is larger, and we don't need to plot them on a number line to find that out.
To get the product, multiply the first number by the second. To get the sum, add the second number to the first. To get the difference, subtract the smaller number from the larger.
A = small number A+3= larger number A+(A+3)=74 2A+3=74 Subtract 3 from both sides 2A=71 Divide both sides by 2. A=35.5 (the smaller number) A+3 = 38.5 (the larger number) 35.5 + 38.5= 74
If the larger number can be anything more than twice the smaller number, then the two numbers can be:1 + 45 = 463 + 43 = 465 + 41 = 467 + 39 = 469 + 37 = 4611 + 35 = 4613 + 33 = 4615 + 31 = 46
On a number line, the numbers start with zero and get larger as they move to the right, They are negative and get smaller as they move to the left from the zero. To find which number is greater, you can find the places of two numbers on the line and the one on the right is greater.