Question

(m-4789)+89=60042732+(5000-n)=4803(p+7245)-3834=63578113-(10101-r)=5207​

Answer 1

(m - 4789) + 89 = 6004

m - 4789 = 6004 - 89

m - 4789 = 5915

m = 5915 + 4789

m = 10704

2732 + (5000 - n) = 4803

5000 - n = 4803 - 2732

5000 - n = 2071

n = 5000 - 2071

n = 2929

(p + 7245) - 3834 = 6357

p + 7245 = 6357 + 3834

p + 7245 = 10191

p = 10191 - 7245

p = 2946

8113 - (10101 - r) = 5207

10101 - r = 8113 - 5201

10101 - r = 2906

r = 10101 - 2906

r = 7195

Answer 2

To solve this system of equations, we'll go through each equation step by step and find the values of the variables.

Given equations:

1. $(m - 4789) + 89 = 60042732 + (5000 - n)$
2. $4803(p + 7245) - 3834 = 63578113 - (10101 - r)$
3. $5207 = 63578113 - (10101 - r)$

Let's start with the first equation:

$(m - 4789) + 89 = 60042732 + (5000 - n)$

Simplify both sides:

$m - 4789 + 89 = 60042732 + 5000 - n$

Combine like terms:

$m - 4700 = 60047732 - n$

Move the terms involving $n$ to the left side:

$m + n = 60047732 + 4700$

Equation 1: $m + n = 60052432$

Next, let's move on to the second equation:

$4803(p + 7245) - 3834 = 63578113 - (10101 - r)$

Simplify both sides:

$4803p + 34757235 - 3834 = 63578113 - 10101 + r$

Combine like terms:

$4803p + 34753401 = 63568012 + r$

Move the terms involving $r$ to the right side:

$4803p - r = 63568012 - 34753401$

Equation 2: $4803p - r = 28814611$

Lastly, let's work with the third equation:

$5207 = 63578113 - (10101 - r)$

Simplify the right side:

$5207 = 63568012 + r$

Subtract $63568012$ from both sides:

$r = -63562805$

Equation 3: $r = -63562805$

So, to summarize the solutions for each variable:

• Equation 1: $m + n = 60052432$
• Equation 2: $4803p - r = 28814611$
• Equation 3: $r = -63562805$

Please double-check the calculations and equations to ensure accuracy.