To determine the length of BC, we need more information about the relationship between points A, B, C, D, E, and F, such as the configuration of these points (e.g., are they on a straight line, a triangle, etc.). Without additional context or a diagram, we cannot calculate the length of BC based solely on the provided lengths of AB, AC, DE, DF, and EF.
-10
-29
18 divided by 11 equals 1 with a remainder of 7.
18 + 10 + 28 + 10 = 66
10 times 18 equals 180. In a clustered format, this can be represented as: 10 × 18 180
25
X equals 10 XI equals 11 X11 equals 12 X111 equals 13 XIV equals 14 XV equals 15 XVI equals 16 XVII equals 17 XVIII equals 18 I = 1 V= 5 10 = X largest number first / lower numbers second 10 = x 11 = xi 12 = xii 13 = xiii 14 = xiiii 15 = xv 16 = xvi 17 = xvii 18 = xviii
How do you add 2x plus 3y equals 18 in 5x-y equals 11
X - 7 = 11 X = 11+7 therefore X = 18 18 minus 7 equals 11.
-18
-10
-29
18
4y + 10 = -18 4y = -28 y = -7
18 divided by 11 equals 1 with a remainder of 7.
18 + 10 + 28 + 10 = 66
x + 10 = 18 18 - 10 = x 18 -10 = 8 x = 8