3tx + 6t + 3hx +6h
= 3(tx + 2t +hx +2h)
= 3[t(x + 2) + h(x + 2)]
= 3(x + 2)(t + h)
6h 8min
The expression ( h \cdot 6h ) can be simplified by multiplying the coefficients and the variables. This results in ( 6h^2 ). Therefore, the simplest form of ( h \cdot 6h ) is ( 6h^2 ).
6h = 72 h = 72/6 h = 12
To simplify the expression (6(h + 4) - 2h), first distribute the 6: (6h + 24 - 2h). Next, combine like terms: (6h - 2h + 24 = 4h + 24). Thus, the simplified answer is (4h + 24).
V+9/3=8 V=8*3-9 or 15
h + 6h = 7h
- 3h - 2h + 6h + 9 = h + 9
2h + 2h + 2h = 6h
If you mean: 6h+7 then 6*5 plus 7 = 37
(6h - 7j)(7h + 6j)
6h 8min
This is a linear equation with one unknown and can be solved as follows. 6h + 2 = 1.......subtract 2 from both sides 6h = -1............divide both sides by 6 h = -1/6.
22h plus 3
The expression ( h \cdot 6h ) can be simplified by multiplying the coefficients and the variables. This results in ( 6h^2 ). Therefore, the simplest form of ( h \cdot 6h ) is ( 6h^2 ).
6h = 72 h = 72/6 h = 12
To simplify the expression (6(h + 4) - 2h), first distribute the 6: (6h + 24 - 2h). Next, combine like terms: (6h - 2h + 24 = 4h + 24). Thus, the simplified answer is (4h + 24).
Get two slaves. Give one equation to each slave. Say, "Go!"