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
−4a + 139 = 4a + 123 → −8a = −16 → a = 24a + 123 → 4(2) + 123 = 8 + 123 = 131°
The expression ( 9a + 4a - 5a ) can be simplified by combining like terms. Adding and subtracting the coefficients of ( a ), we get ( (9 + 4 - 5)a = 8a ). Therefore, the simplified expression is ( 8a ).
To divide ( 48a^3 + 32a^2 + 16a ) by ( 4a ), you can divide each term individually. This gives: ( \frac{48a^3}{4a} = 12a^2 ) ( \frac{32a^2}{4a} = 8a ) ( \frac{16a}{4a} = 4 ) Thus, the result is ( 12a^2 + 8a + 4 ).
It is an equation in the single unknown variable, a. a = -4
4
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
If you mean: -10(-6a-4)-9(2+4a) then it is 24a+22 simplified
They are: 1, 2, 4, 8, a, 2a, 4a and 8a.
2a*3 = 8+4a 6a = 8+4a 6a-4a = 8 2a = 8 a = 4
−4a + 139 = 4a + 123 → −8a = −16 → a = 24a + 123 → 4(2) + 123 = 8 + 123 = 131°
-4 + 10 + 6a - 2a + 3 9 + 4a
The expression ( 9a + 4a - 5a ) can be simplified by combining like terms. Adding and subtracting the coefficients of ( a ), we get ( (9 + 4 - 5)a = 8a ). Therefore, the simplified expression is ( 8a ).
To divide ( 48a^3 + 32a^2 + 16a ) by ( 4a ), you can divide each term individually. This gives: ( \frac{48a^3}{4a} = 12a^2 ) ( \frac{32a^2}{4a} = 8a ) ( \frac{16a}{4a} = 4 ) Thus, the result is ( 12a^2 + 8a + 4 ).
(48a3+32a2+16a)/4a = 12a2+8a+4
It is an equation in the single unknown variable, a. a = -4
32a + 8= 8(4a+1)