Question

helpp

Answer 1

Help with what?

Answer 2

With what rando?

Answer 3

:,(

Answer 4

erm am dum sooooooo-

Answer 5

I summon @alexis1415

Answer 6

do math

Answer 7

*cries*

Answer 8

I've been summoned

Answer 9

hehe

Answer 10

I got you , hold up

Answer 11

oki

Answer 12

Bro i gtg out for my cousins birthday but hopefully i can answer tmr, ima kms

Answer 13

waaahhh

Answer 14

I can help hold up I was doing something

Answer 15

oh goodie

Answer 16

..

Answer 17

afk

Answer 18

Okay so for 14-3y=4y you have to Rearrange terms
14-3y=4y↓
-3y+14=4y
Subtract 14 from both sides
-3y+14 -14=4y -14

Subtract the numbers
-3y=4y-14
Subtract 4y from both sides
-3y-4y=4y-14-4y
Combine like terms
-3y-4y=4y-14-4y
-7y=4y-14-4y
-7y=-14
Divide both sides by the same factor
-7y/-7 -14/-4
y=2

Answer 19

For 10x-22=29-7x Add 22 to both sides
10x-22+22=29-7x+22
Simplify the expression
add the numbers
10x-22+22=29-7x+22
10x=29-7x+22
once again add the numbers
10x=-7x+51
add 7x on both sides
10x+7x=-7x+51+7x
Combine like terms
17x=-7x+51+7x
once again combine like terms
17x=51
Divide both sides by the same factor
17x/17 51/17
x=3

Answer 20

I don't feel like explaining the last two so I'll give the answers to both
r-4+6r=3+8r
r=-7
and -x+7-6x=19-3x x=-3

Answer 21

I hope this helps

Answer 22

theres more too and yes this does help a lot ^^

Answer 23

To solve the formula t = v + k/g for g, divide k by the difference between t and v.

g = k / (t - v)

Explanation:

To solve the formula t = v + k/g for g, we need to isolate g on one side of the equation. Here are the steps:

Start by subtracting v from both sides of the equation: t - v = k/g
Multiply both sides of the equation by g: gt - vg = k
Next, divide both sides of the equation by t - v: g = k / (t - v)
So, the value of g can be found by dividing k by the difference between t and v.
So here is this one let me get the other one

Answer 24

Since I have a screenshot of the other

Answer 25

Hope this helps !!

Answer 26

Also if there's more please make a new post