Answer:
Total Surface Area: A = 88 square cm
Step-by-step explanation:
Volume V = 48 cubic cm
So this cuboidal box is actually a rectangular prism.
V = L * W* H
L = length, W = breadth, H= height
With L: W : H = 3: 2: 1
L:W = 3: 2
W: H = 2: 1
L/W = 3/2, L = (3/2)*W
W/H = 2/1 , W = 2*H
L = (3/2)*(2H) = 3H
So : V = L * W * H = (3H) * (2H) * H = 6 * H^3
48 = 6 * H^3
48/6 = 8 = H^3
H = cube-root(8) = 2 cm
so ...
W = 2*H = 2*2 = 4 cm
L = (3/2)*W = (3/2)* 4 = 6 cm
Total Surface Area: A = 2*LW + 2*LH + 2*WH
A = 2*(6 * 4) + 2*(6 * 2) + 2*(4 * 2)
A = 2*24 + 2*12 + 2*8
A = 48 + 24 + 16
A = 48 + 40
A = 88 square cm
-29 + 4
-28 + 3
-27 + 2
-26 + 1
-24 + -1
-23 +-2
-22 +-3
-21 +-4
-20 +-5
-19 +-6
-18 +-7
....
It already is in distributive property
Hey there!!
Word expressions for 15 - b :
( 1 ) b is subtracted from 15
( 2 ) 15 is added to negative b
( 3 ) 15 minus b
( 4 ) 15 reduced by b
Here are some ways I would write these expressions as , choose 2 equations for your answer...
Hope my answer helps!!
The question in English
<span>For 8 days of work, 12 workers have charged $ 640. How much will 16 workers with the same wages earn for 16 days? (APPLY RULE OF THREE)
if 12 workers --------------> charged $640 in 8 days
1 worker---------------> x
x=640/12-------> $53.33
1 worker charged $53.33 for 8 days
1 worker charged $53.33----------------> for 8 days
x-------------------------------------> 1 day
x=$53.33/8------> x=$6.67
1 worker charged $6.67 for 1 day
therefore
</span>16 workers with the same wages earn for 16 days
= $6.67*16*16-----> $1706.67
the answer is
$1706.67
The answer in Spanish
Si 12 trabajadores --------------> cobraron $640 en 8 dias
1 trabajador---------------> x
x=640/12-------> $53.33
1 trabajador cobro $53.33 por 8 dias de trabajo
Si 1 trabajador cobro $53.33----------------> por 8 dias
x-------------------------------------> 1 dia
x=$53.33/8------> x=$6.67
1 trabajador cobra $6.67 por 1 dia de trabajo
Por lo tanto
16 trabajadores con el mismo salario cobraran por 16 dias de trabajo
= $6.67*16*16-----> $1706.67
La respuesta
$1706.67