Question

(279 + □). 38 = 11704( □+ 119):17 = 28​

Answer 1

Ответ:

В первом примере 29

Во втором примере 357

Answer 2

To solve for the values of the missing squares (□), you can set up and solve two equations based on the given expressions:

1. (279 + □) / 38 = 11704(□ + 119) / 17 = 28

Let's first simplify the expressions:

• (279 + □) / 38 = 28
• 11704(□ + 119) / 17 = 28

Now, we can solve for □ in each equation:

1. (279 + □) / 38 = 28

Multiply both sides by 38 to get rid of the denominator:

279 + □ = 28 * 38

279 + □ = 1064

Now, subtract 279 from both sides to isolate □:

□ = 1064 - 279

□ = 785

So, the first missing square (□) is 785.

2. 11704(□ + 119) / 17 = 28

Multiply both sides by 17 to get rid of the denominator:

11704(□ + 119) = 28 * 17

Now, divide both sides by 11704 to isolate □:

□ + 119 = (28 * 17) / 11704

□ + 119 ≈ 0.049985

Now, subtract 119 from both sides:

□ ≈ 0.049985 - 119

□ ≈ -118.950015

So, the second missing square (□) is approximately -118.95.