51
98
The missing number is 49. This is why: 1 plus 2 equals 3, then 3 squared is 9. 2 plus 3 equals 5, then 5 squared is 25. Therefore, the missing number must be 49 to make the number sentence (3 plus 4 equals 7, then 7 squared is 49) true.
The answer to "a squared 49" typically means to square the number 49. Squaring 49 involves multiplying 49 by itself, which equals 2,401. Therefore, ( 49^2 = 2,401 ).
To calculate 7 to the 2nd power, you multiply 7 by itself. This means you compute (7 \times 7), which equals 49. Therefore, (7^2 = 49).
2 and 4 multiplied equals eight.
The number that equals the 2nd power of 49 is the square root of 49. In this case, the square root of 49 is 7, because 7 multiplied by itself (7^2) equals 49. Therefore, the number that equals the 2nd power of 49 is 7.
24.5
98
When you multiply a number by itself it equals the number in question to the power of two. For example, 4x4=16, but 4^2 also equals 16.
The missing number is 49. This is why: 1 plus 2 equals 3, then 3 squared is 9. 2 plus 3 equals 5, then 5 squared is 25. Therefore, the missing number must be 49 to make the number sentence (3 plus 4 equals 7, then 7 squared is 49) true.
Well, darling, the number you're looking for is 7. Yes, honey, 7 times 7 equals 49. So, there you have it, the magic number is 7. Hope that clears things up for you!
The answer to "a squared 49" typically means to square the number 49. Squaring 49 involves multiplying 49 by itself, which equals 2,401. Therefore, ( 49^2 = 2,401 ).
To calculate 7 to the 2nd power, you multiply 7 by itself. This means you compute (7 \times 7), which equals 49. Therefore, (7^2 = 49).
2 and 4 multiplied equals eight.
then 4 plus 3 equals 28 and 3 plus 3 equals 18 and 7 plus 5 equals 84 .... its easy you just have to multiply the answer with the first number.. for example : 2 plus 3 equals 5 but when you multiply the answer with the first number (2) it becomes equals 10, and so on the others..
49 and 2.
An expression that equals 49 is (7^2), since 7 multiplied by itself equals 49. Another example is (50 - 1), which also simplifies to 49. Additionally, you could express it as (100 \div 2).