Question

If a= squared root of 3562, what is (276a+19453) 486534?

Answer 1

To find the value of the expression (276a+19453) 486534, substitute the value of a, which is the square root of 3562. Simplify the expression step by step by multiplying and adding the values. The final result is approximately 13,169,417,077.78.

Step-by-step explanation:

To find the value of the expression (276a+19453) 486534, we first need to substitute the value of a, which is the square root of 3562. So, a = √(3562).

Now, we can substitute this value into the expression (276a+19453) 486534 and simplify the expression step by step:

1. (276a+19453) = 276(√(3562))+19453.
2. Multiply the coefficient, 276, by the square root of 3562: 276 × √(3562) = 7633.67.
3. Next, add 7633.67 to 19453: 7633.67 + 19453 = 27086.67.
4. Multiply the result, 27086.67, by 486534: 27086.67 × 486534 ≈ 13,169,417,077.78.

Therefore, the value of (276a+19453) 486534 is approximately 13,169,417,077.78.