3C means 3 times whatever the value of "C". Similary, 5S means 5 times whatever the value of "S" is.
6
5s-r
4 + 3c = 2c + 2Subtract 4 from each side:3c = 2c - 2Subtract 2c from each side:c = -2
5s - 6 = 2s, ie 5s - 2s = 6, ie 3s = 6, ie s = 2
3c - 12 = 14 + 5cSubtract 3c from each side:-12 = 14 + 2cSubtract 14 from each side:-26 = 2cDivide each side by 2:-13 = c
3C and 5S are methodologies used in inventory management to enhance efficiency and organization. The 3C framework stands for Customer, Cost, and Convenience, focusing on aligning inventory practices with customer needs, minimizing costs, and ensuring ease of access. On the other hand, 5S is a workplace organization method that includes Sort, Set in order, Shine, Standardize, and Sustain, aimed at creating and maintaining an organized, clean, and efficient workspace to improve productivity and reduce waste. Together, these concepts help streamline operations and enhance inventory control.
3c+6=18 3c+6-6=18-6 3c=12 3c÷3=12÷3 c=4
2y-3c = -1
3c-7 = -4
The expression (3c(c - d)) can be simplified by distributing (3c) to both terms inside the parentheses. This results in (3c^2 - 3cd). Thus, the final expression is (3c^2 - 3cd).
The solution (not sum) to the equation 21 = 3c + 6 is as follows:21 = 3c + 621 - 6 = 3c + 6 - 615 = 3c3c = 153c/3 = 21/3c = 7
42 is a multiple of 3. 42c is a multiple of 3c. 42 can be but is not necessarily a multiple of 3c.
3c x 8e = 24
3c^(2) -17c - 6 Factors to ( 3c + 1)(c - 6 ) NB When you apply FOIL to the bracketed terms. F ; 3c X c = 3c^(2) O ; 3c X -6 = -18c I ; 1 X c = c L ; 1 x -6 = -6 Collecting 'like' terms 3c^(2) - 18c + c - 6 3c^(2) - 17c - 6 ( As before).
3c-d
It is: -28+21c = -7(4-3c)
(8 - 3c)(8 + 3c)