At the beginning of the month, a song on a streaming service had 700 listens, and it was getting 52 new listens each day. Meanwhile, a different song had 600 listens, and it was getting 56 new listens each day. How many days till the two songs have the same number of listens?
ANSWERS
Solve for x.
−5x=−30
Answer: 6
Solve for x.
12−x9=11
answer 9
Solve for x.
−20=−5+3x
Answer-5
Solve for x.
20=5−38x
-40
Solve for x.
7(4x−15)=63
6
Solve for x: −2(3x−15)−25=35.
-5
Solve for x: 12x+5=10x−11
-8
At the beginning of the month, a song on a streaming service already had 1,000 listens, and was getting 38 new listens each day. Meanwhile, a different song already had 900 listens, and was getting 40 new listens each day. Write an equation to show the number of days it would take for the two songs to have the same number of listens. Use x as your variable
1,000+38x=900+40x( Idk it’s THATS right i put something different )
An ice skating rink has two ways you can use the facility. The first option is to pay $10 per visit. The second option is to pay $32 per month, and $6 per visit. Write and solve an equation to show the number of visits it would take for the cost of the two plans to be equa
10x=32+6x ; x=8
At the beginning of the month, a song on a streaming service had 700 listens, and it was getting 52 new listens each day. Meanwhile, a different song had 600 listens, and it was getting 56 new listens each day. When will the two songs have the same number of listens?
25
Miguel’s car has a 20-gallon capacity, and Christina’s car has a 16-gallon capacity. Miguel uses 1.5 gallons of gas per week, and Christina uses 1 gallon of gas per week. When will Miguel and Christina have the same amount of gas in their tanks?
After 8 weeks they will have the same amount of gas in their tanks.
Which of the following equations has exactly one solution?
−3x−8=3x−8
Solve for x to determine if the equation has one, none, or infinite solutions.
11x=3(7x−1)−10x
The equation has no solution.
Solve for x to determine if the equation has one, none, or infinite solutions.
5(2x+2)−4=2x+6
The equation has one solution: x=0.
I cant do the last one bc I haven’t gotten my grade yet
thank you ihateconnexus
700+52x = 600+56x
Now just find x
To determine the number of days until the two songs have the same number of listens, we need to set up an equation and solve for the number of days. Let's denote the number of days as 'd' and the number of listens for the first song as 'S1' and for the second song as 'S2'.
The number of listens for the first song can be expressed as:
S1 = 700 + 52d
Similarly, the number of listens for the second song can be expressed as:
S2 = 600 + 56d
To find the number of days when the two songs have the same number of listens, we need to set S1 equal to S2 and solve for d:
700 + 52d = 600 + 56d
To solve this equation, we can simplify it by subtracting 600 from both sides:
700 - 600 + 52d = 56d
100 + 52d = 56d
Next, we can subtract 52d from both sides to isolate the variable:
100 = 56d - 52d
100 = 4d
Finally, we can divide both sides by 4 to solve for d:
d = 100/4
d = 25
Therefore, it will take 25 days for the two songs to have the same number of listens.