1
36-4c-3c=22 -7c=22-36 -7c=-14 therefore c=2
What is the question ?Are you looking for the one single value of ' c ' that makes the statement true ?You can find it like this:17 - 3c = 4c + 3Add 3c to each side:17 = 7c + 3Subtract 3 from each side:14 = 7cDivide each side by 7:2 = c
The value of 'c' that makes the equation a true statement is the answer.Here's how to find it:Write the equation:3c - 15 = 17 - cAdd 'c' to each side:4c - 15 = 17Add 15 to each side:4c = 32Divide each side by 4:c = 8
6c-18=4c Why can rearrange this and simplify to 2c=18, which means that c = 9
Given the equation ( (3a - 4) + (3b - 4) + (3c - 4) = 2016 ), we can simplify it to ( 3a + 3b + 3c - 12 = 2016 ), leading to ( 3a + 3b + 3c = 2028 ). Dividing by 3 gives ( a + b + c = 676 ). Now, to find ( (4a - 3) + (4b - 3) + (4c - 3) ), we can express it as ( 4(a + b + c) - 9 = 4(676) - 9 = 2704 - 9 = 2695 ). Thus, the sum is 2695.
4c+2 = 3c+9 4c-3c = 9-2 c = 7
No, 3c ( c ) = 4c
2c+4c-3c+5c = 6c +2c = 8c
17-3= 4c+3c c=2
To find the product of 4c and 3c, you multiply the coefficients (4 and 3) together to get 12. Then you multiply the variables (c and c) together to get c^2. Therefore, the result of 4c times 3c is 12c^2.
36-4c-3c=22 -7c=22-36 -7c=-14 therefore c=2
3c - 4d = 6d + 4c Subtract 4c from both sides: -c - 4d = 6d Add 4d to both sides: -c = 10d or c = - 10d
tell me time table of ME 2C drawing, ME 3C and 4C tell me time table of ME 2C drawing, ME 3C and 4C
3c-25=17-c 3c+c=25+17 4c=42 c=10.5
What is the question ?Are you looking for the one single value of ' c ' that makes the statement true ?You can find it like this:17 - 3c = 4c + 3Add 3c to each side:17 = 7c + 3Subtract 3 from each side:14 = 7cDivide each side by 7:2 = c
Question 3C: Four minus seven equals negative two.
The value of 'c' that makes the equation a true statement is the answer.Here's how to find it:Write the equation:3c - 15 = 17 - cAdd 'c' to each side:4c - 15 = 17Add 15 to each side:4c = 32Divide each side by 4:c = 8