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2234 + 84 -x- 1273 = 123, then find the...

`2234 + 84 -x- 1273 = 123,` then find the x.

A

922

B

832

C

932

D

822

Text Solution

AI Generated Solution

The correct Answer is:
To solve the equation \( 2234 + 84 - x - 1273 = 123 \), we will follow these steps: ### Step 1: Combine the constants on the left side First, we will add \( 2234 \) and \( 84 \) together: \[ 2234 + 84 = 2318 \] Now, rewrite the equation: \[ 2318 - x - 1273 = 123 \] ### Step 2: Subtract \( 1273 \) from \( 2318 \) Next, we will subtract \( 1273 \) from \( 2318 \): \[ 2318 - 1273 = 1045 \] Now, the equation becomes: \[ 1045 - x = 123 \] ### Step 3: Isolate \( x \) To isolate \( x \), we will move \( x \) to the right side of the equation by adding \( x \) to both sides and subtracting \( 123 \) from both sides: \[ 1045 - 123 = x \] Calculating \( 1045 - 123 \): \[ 1045 - 123 = 922 \] Thus, we have: \[ x = 922 \] ### Final Answer The value of \( x \) is \( 922 \). ---
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  2. 944-307+ 119 is equal to

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  3. 2234 + 84 -x- 1273 = 123, then find the x.

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  4. The number which is to be added to 0.01 to get 1.1, is

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  5. On dividing 397246 by a certain number, the quotient is 865 and the r...

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  6. Find the value of 98375 xx 9999.

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  7. Which of the following numbers is divisible by 3?

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  8. By which of the following, 555555 is divisible?

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  9. By which of the following, 787878 is not divisible?

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  10. A number 774958 N(1) 96 N(2) to be divisible by 8 and 9, the values ...

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  11. If x and y are different integers, both divisible by 5, then which of...

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  12. what should come in place of 'x' so that the number 873 x 24 is divisi...

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  13. 16^(5)+2^(15) is divisible by

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  14. If 5432*7 is divisible by 9, then the digit in place of * is

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  15. If 78*3945\ is divisible by 11, where * is a digit, then * is equa...

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  16. A number when divided by 280 leaves 115 as remainder. When the same n...

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  17. The number which can be written in the form of n (n+1) (n+ 2), where n...

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  18. Find the remainder in expression– (2581 xx (2862)^(2) xx (2873)^(3))...

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  19. If 25^(25) is divisible by 26, then find the remainder.

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  20. Write 94 in roman system.

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