7+l/5=-4
46-3t=-23
6+a/4=8
6h+24=0
-5b-23=9
15-3e=-6
15w-4=41
6s+3=-27
14o-17=39
n/-3-2=8
these are all done exactly the same way: add or subtract to get the variables terms on one side, the multiply or divide to isolate the variable by itself.
6+a/4=8
a/4 = 2
a = 8
15w-4 = 41
15w = 45
w = 3
can you try the rest?
Thank you , I get it now.
I just need help on the first and last problems that are bugging me
To solve these equations, we will follow the same process for each one.
1. 7 + l/5 = -4:
First, we'll subtract 7 from both sides to isolate l/5:
l/5 = -4 - 7 = -11.
Then, to get rid of the fraction, we'll multiply both sides by 5:
5 * (l/5) = -11 * 5,
which simplifies to l = -55.
Therefore, the solution for l is -55.
2. 46 - 3t = -23:
We need to isolate t, so we'll subtract 46 from both sides:
-3t = -23 - 46 = -69.
Then, we'll divide both sides by -3 to solve for t:
(-3t)/(-3) = -69/(-3),
which simplifies to t = 23.
Therefore, the solution for t is 23.
3. 6 + a/4 = 8:
Subtract 6 from both sides to isolate a/4:
a/4 = 8 - 6 = 2.
To get rid of the fraction, we'll multiply both sides by 4:
4 * (a/4) = 2 * 4,
which simplifies to a = 8.
Therefore, the solution for a is 8.
4. 6h + 24 = 0:
We need to isolate h, so we'll subtract 24 from both sides:
6h = 0 - 24 = -24.
Then, we'll divide both sides by 6 to solve for h:
(6h)/6 = (-24)/6,
which simplifies to h = -4.
Therefore, the solution for h is -4.
5. -5b - 23 = 9:
We'll add 23 to both sides to isolate -5b:
-5b = 9 + 23 = 32.
Next, we'll divide both sides by -5 to solve for b:
(-5b)/(-5) = 32/(-5),
which simplifies to b = -32/5 or -6.4.
Therefore, the solution for b is -32/5 or -6.4.
6. 15 - 3e = -6:
Subtract 15 from both sides to isolate -3e:
-3e = -6 - 15 = -21.
Divide both sides by -3 to solve for e:
(-3e)/(-3) = (-21)/(-3),
which simplifies to e = 7.
Therefore, the solution for e is 7.
7. 15w - 4 = 41:
Add 4 to both sides to isolate 15w:
15w = 41 + 4 = 45.
Divide both sides by 15 to solve for w:
(15w)/15 = 45/15,
which simplifies to w = 3.
Therefore, the solution for w is 3.
8. 6s + 3 = -27:
Subtract 3 from both sides to isolate 6s:
6s = -27 - 3 = -30.
Then, divide both sides by 6 to solve for s:
(6s)/6 = (-30)/6,
which simplifies to s = -5.
Therefore, the solution for s is -5.
9. 14o - 17 = 39:
Add 17 to both sides to isolate 14o:
14o = 39 + 17 = 56.
Divide both sides by 14 to solve for o:
(14o)/14 = 56/14,
which simplifies to o = 4.
Therefore, the solution for o is 4.
10. n/-3 - 2 = 8:
Add 2 to both sides to isolate n/-3:
n/-3 = 8 + 2 = 10.
Multiply both sides by -3 to solve for n:
(-3)(n/-3) = (-3)(10),
which simplifies to n = -30.
Therefore, the solution for n is -30.