Question

1т 2?4кг+?т 975кг=5т 22?кг

Answer 1

1т254кг+3т975кг=5т229кг

Answer 2

To solve the equation, let's assume the missing numbers represented by question marks:

1т (1 ton) + 2?4кг (2 ? 4 kilograms) + ?т (? tons) + 975кг (975 kilograms) = 5т (5 tons) + 22?кг (22 ? kilograms)

Since 1 ton is equal to 1000 kilograms, we can convert tons to kilograms:

1т = 1000кг ?т = ? * 1000кг 5т = 5 * 1000кг

Now, the equation becomes:

1000кг + 2?4кг + ? * 1000кг + 975кг = 5 * 1000кг + 22?кг

Combine the kilograms on both sides:

1000кг + ? * 1000кг + 975кг = 5000кг + 22?кг

To isolate the variable "?," let's move all terms with "?кг" to one side and the other terms to the opposite side:

? * 1000кг - 22?кг = 5000кг - 1000кг - 975кг

Simplify the equation:

? * 1000кг - 22?кг = 3025кг

Now, factor out "?кг" from the left side:

?кг * (1000 - 22) = 3025кг

?кг * 978 = 3025кг

To solve for "?," divide both sides by 978:

?кг = 3025кг / 978

?кг ≈ 3.09

Therefore, the missing numbers are approximately 3.09 kilograms and 3090 kilograms. The completed equation is:

1т + 2?4кг + 3.09т + 975кг = 5т + 22?кг

or

1000кг + 2 * 3.09кг + 975кг = 5000кг + 22 * 3090кг