Question

8*х-7*х+10=1213*y+15*y-24=603*z-2*z+15=326*t+5*t-33=0(x+59):42=86528:k-24=64

Answer 1

8х-7х+10=12
х+10=12
х=12-10
х=2

13у+15у-24=60
28у-24=60
28у=60+24
28у=84
у=84/28
у=3

3z-2z+15=32
z+15=32
z=32-15
z=17

6t+5t-33=0
11t-33=0
11t=0+33
11t=33
t=33/11
t=3

(х+59):42=86
х+59=3612
х=3612-59
х=3553

528:k-24=64
528:k=64+24
528:k=88
k=528/88
k=6

Answer 2

To solve the equation you provided, let's break it down step by step:

Step 1: Simplify each expression The given equation is: 8x - 7x + 10 = 1213y + 15y - 24 = 603z - 2z + 15 = 326t + 5t - 33 = 0

For the first expression, 8x - 7x + 10, we can combine like terms: x + 10

For the second expression, 1213y + 15y - 24, we can combine like terms: 1228y - 24

For the third expression, 603z - 2z + 15, we can combine like terms: 601z + 15

For the fourth expression, 326t + 5t - 33, we can combine like terms: 331t - 33

Step 2: Set each expression equal to 0 Now we have: x + 10 = 0 1228y - 24 = 0 601z + 15 = 0 331t - 33 = 0

Step 3: Solve for the variables Let's solve for each variable one by one:

For x + 10 = 0: Subtract 10 from both sides: x = -10

For 1228y - 24 = 0: Add 24 to both sides: 1228y = 24 Divide both sides by 1228: y = 24/1228 Simplify the fraction if needed.

For 601z + 15 = 0: Subtract 15 from both sides: 601z = -15 Divide both sides by 601: z = -15/601 Again, simplify the fraction if necessary.

For 331t - 33 = 0: Add 33 to both sides: 331t = 33 Divide both sides by 331: t = 33/331

So the solutions to the given equation are: x = -10 y = 24/1228 (simplified if needed) z = -15/601 (simplified if needed) t = 33/331 (simplified if needed)

Please note that if there are any errors in the equation or if you have any additional information, the solutions may change.