Answer:
L= 0.83 in
Step-by-step explanation:
Width= 1.2 in when length = 1 in
Required
Determine the length when width = 1 in
First, we need to determine the ratio
Ratio = 
Ratio = 
Ratio = 1.2 ---(1)
Let the required length be represented with L
So:
Ratio =
Ratio = 
---(2)
Equate (1) and (2)
= 1.2
Multiply through by 1.2
L * = 1.2 * L
1 = 1.2 * L
Divide through by 1.2
L = 
L = 0.83 in (Approximated)
¹/₈(16k - 24) + ¹/₅(2 + 10k)
¹/₈(16k) + ¹/₈(-24) + ¹/₅(2) + ¹/₅(10k)
2k + (-3) + ²/₅ + 2k
2k - 3 + ²/₅ + 2k
2k + 2k - 3 + ²/₅
4k - 2³/₅
Answer:
x = 0
Step-by-step explanation:
5x=29x
Subtract 5x from each side
5x-5x=29x-5x
0 = 24x
Divide each side by 24
0/24 =24x/24
0 = x
Answer: 3.14 *16.8*16.8*16.9=14977.3478
14977.3478= 14,977.35
Answer:
i think the answer you want is 8x^2+3d+3g-2h
Step-by-step explanation:
you have to combine like terms
the only like terms are +4d and -d which simplify to +3d
then you just write the rest out as written.
