Questions: 7890 7800/ -789/21 89010 -789

7890 7800/ -789/21 89010 -789
Transcript text: 7890 \\ $\frac{7800}{}$ \\ $-\frac{789}{21}$ \\ 89010 \\ -789 \\
failed

Solution

failed
failed

Solution Steps

Solution Approach
  1. Calculate the result of the division \( \frac{789}{21} \).
  2. Subtract the result from the previous step from 7800.
  3. Subtract 789 from 89010.
Step 1: Calculate \( \frac{789}{21} \)

The division yields: \[ \frac{789}{21} \approx 37.5714 \]

Step 2: Subtract from 7800

Now, we subtract the result from 7800: \[ 7800 - \frac{789}{21} \approx 7800 - 37.5714 \approx 7762.4286 \]

Step 3: Subtract from 89010

Next, we subtract 789 from 89010: \[ 89010 - 789 = 88221 \]

Final Answer

The results are:

  1. \( 7800 - \frac{789}{21} \approx 7762.4286 \)
  2. \( 89010 - 789 = 88221 \)

Thus, the final answers are: \[ \boxed{7762.4286} \] \[ \boxed{88221} \]

Was this solution helpful?
failed
Unhelpful
failed
Helpful

Questions asked by other users

failedAnswered
La bala B tiene el doble de masa que la bala A. Ambas se disparan de modo que la bala B tiene el doble de rapidez que la bala A. Si la energía cinética de la bala 1 es K, entonces la energía cinética de la bala 2 es: a. 2 K b. 8 K c. 0.25 K d. 4 K
failedAnswered
When Jenna behaves poorly at home, her parents use a time-out to remove her from anything in the room that she enjoys. This practice best illustrates positive punishment. negative punishment. child abuse. negative reinforcement.
failedAnswered
Solve the logarithmic equation symbolically. 3 ln x=4 A. x=e^(4 / 3) B. x=12 e C. x=e^1 D. x=(e^4)/3
failedAnswered
PROBLEMA 1 La trayectoria de una partícula está dada por: x=4 t^-2, y=(t^3+4)^-1, z=(t^2-5)^2, con x, y, z en [m] y t en [s] Calcule a los 1,5 [s]: a) la magnitud de la aceleración normat
failedAnswered
2x-3y=3 -2x+y=-4