In an AQE (Association for Quality Education) test result, a score of 63 typically indicates a level of performance that is above average but may not be considered high enough for the top tier of achievement. The specific interpretation can vary depending on the overall scoring scale and the cohort's performance. It's important to compare this score to the median or average scores for a clearer context regarding its significance.
75
It is: 63%
The mean (average) of 76, 63, 79, 63, and 74 is 71.
Mean of 7 and 63= (7+63)/2 = 70/2 = 35
45 + 63 - 52 = 56.
Assuming you mean 4/9 of 63, you need to multiply 63 by the numerator (in this case, 4), then divide the result by the denominator (in this case, 9). Actually you can also divide first, and then multiply.
for 2 digits... multiply the last digit by 5, add the result to the first digit... example... 63.. (3)(5)=15 15+6=21 21 is divisible by 7, so 63 is divisible by 7...
72 To solve, set up 63/x=.875 and solve for x.
how do I find the result of 63%
Step 1: Find the mean Step 2: Find the deviation from the mean Step 3: Take the absolute value of the deviation Step 4: Find the mean of the absolute deviation. x----x-mean 63 63-63 0 69 69-63 6 62 62-63 -1 57 57-63 -6 64 64-63 1 mean = (63+69+62+57+64)/5 = 63 Taking the absolute deviations, we have 0,6,1,6,1 Averaging these deviations : (0+6+1+6+1)/5 =14/5 = 2.8 Mean absolute deviation = 2.8
63 + 10 = 73. It means 10 + 63 = x
The whole number of 63 is 9 because when you divide 63 by 7, the result is 9. This means that 63 can be expressed as 7 multiplied by 9 (7 x 9 = 63). Thus, 9 is a factor of 63, making it a whole number that evenly divides into 63.