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The expression (-6ay) represents the product of -6, the variable (a), and the variable (y). It indicates that the value is negative and depends on the values of (a) and (y). If (a) and (y) are both positive, the overall expression will be negative. Conversely, if either (a) or (y) is negative, the expression will be positive.
What else can I help you with?
What is 6a-a?
The expression (6a - a) simplifies by combining like terms. Since (6a) and (-a) both contain the variable (a), you subtract (1a) from (6a) to get (5a). Therefore, (6a - a = 5a).
Factor 36a2-60a plus 25?
36a2 - 60a + 25 = 36a2 - 30a - 30a + 25 = 6a(6a - 5) - 5(6a - 5) = (6a - 5)(6a - 5) = (6a - 5)2
What is 10a-37 equals 6a 51?
10a-37=6a+51 -6a -6a subtract 6a from both sides and the 6a's cancel 4a-37=51 +37 +37 4a=88 /4 /4 a=22
-6a plus 8 equals 2?
-6a + 8 = 2 -6a = -6 a = 1
What is 10a - 6a plus 2a?
6a
What is the answer for 4y-4 plus 3a plus 7-6a-4?
4y - 4 + 3s + 7 - 6a - 4 = 0 4y + 3s + 7 - 6a - 4 = 4 4y + 3s - 6a - 4 = 4 -7 4y + 3s -6a = 4 - 7 + 4 4y + 3s - 6a = -3 + 4 4y + 3s - 6a = 1 y + 3s - 6a = 1/4 y = -3s + 6a + 1/4 3s = -y + 6a + 1/4 s = -1/3y + 6a + 1/4 -6a = -1/3y + a + 1/4 -a = -1/3y x 1/6 + a + 1/4 x 1/6 a = 1/18y - 1 - 1/24 a = 1/18y - 25/24
What is 6a-a?
The expression (6a - a) simplifies by combining like terms. Since (6a) and (-a) both contain the variable (a), you subtract (1a) from (6a) to get (5a). Therefore, (6a - a = 5a).
Factor 36a2-60a plus 25?
36a2 - 60a + 25 = 36a2 - 30a - 30a + 25 = 6a(6a - 5) - 5(6a - 5) = (6a - 5)(6a - 5) = (6a - 5)2
How do you factor 6a squared plus 18ab?
Divide by 6a: 6a(a + 3b)
What is 10a-37 equals 6a 51?
10a-37=6a+51 -6a -6a subtract 6a from both sides and the 6a's cancel 4a-37=51 +37 +37 4a=88 /4 /4 a=22
What is 12a - 6a plus a?
18
-6a plus 8 equals 2?
-6a + 8 = 2 -6a = -6 a = 1
What is 12a squared b plus 6a?
12a2b + 6a = 6a(2ab + 1)
What is 10a - 6a plus 2a?
6a
What is 6a-a-a-a?
The expression (6a - a - a - a) simplifies to (6a - 3a), which equals (3a). Therefore, the result of the expression is (3a).
What is sin23A minus sin7A upon sin2A plus sin14A if A equals pi upon 21?
Using the identity, sin(X)+sin(Y) = 2*sin[(x+y)/2]*cos[(x-y)/2] the expression becomes {2*sin[(23A-7A)/2]*cos[(23A+7A)/2]}/{2*sin[(2A+14A)/2]*cos[(2A-14A)/2]} = {2*sin(8A)*cos(15A)}/{2*sin(8A)*cos(-6A)} = cos(15A)/cos(-6A)} = cos(15A)/cos(6A)} since cos(-x) = cos(x) When A = pi/21, 15A = 15*pi/21 and 6A = 6*pi/21 = pi - 15pi/21 Therefore, cos(6A) = - cos(15A) and hence the expression = -1.
Solve 6a-4 equals -2?
6a - 4 = -2(+ 4 on both sides)6a = 2(divide both sides by 6)a = 2/6a = 1/3
