Gracie pattern of increasing perfect squares is shown 25,36,-------,64,81,100. What number does she need to to square to find the missing term? 5, 6,7,8
7
To find the missing term in the Gracie pattern of increasing perfect squares, we can observe that the given numbers are: 25, 36, ___, 64, 81, 100.
We can notice that the missing term should be the square of a number.
The square root of the first term (25) is 5, and the square root of the third given term (64) is 8.
Now, looking at the options you provided (5, 6, 7, 8), we can see that the number that needs to be squared to find the missing term is 7.
Therefore, the missing term in the pattern is 7 squared which is equal to 49.
To find the missing term in the Gracie pattern of increasing perfect squares, let's analyze the given sequence: 25, 36, ____, 64, 81, 100.
Since the pattern involves perfect squares, we need to find the square of a number to fill in the missing term.
We can observe that 25 is the square of 5 (5^2 = 25), and 36 is the square of 6 (6^2 = 36).
So, to find the missing term, we can try squaring the next number in the sequence, which is 7.
7^2 = 49.
Therefore, the missing term in the sequence is 49.
To summarize, Gracie needs to square the number 7 to find the missing term in the pattern.