6274 times the 5th power of (1 + x) equals 15031. Find out how much x equals! Keep 4 decimal places 1090 times the 5th power of (1 + x) is equal to = 3276. Find out how much x is equal to! Keep 4 decimal places 4233 times the 5th power of (1 + x) is equal to = 10496. Find out how much x is equal to! Keep 4 decimal places 3093 times the 5th power of (1 + x) is equal to = 5503. Find out how much x is equal to! Keep 4 decimal places 11597 times the 5th power of (1 + x) is equal to = 34089. Find out how much x is equal to! Keep 4 decimal places If there is a way, it would be better! 3Q

6274 times the 5th power of (1 + x) equals 15031. Find out how much x equals! Keep 4 decimal places 1090 times the 5th power of (1 + x) is equal to = 3276. Find out how much x is equal to! Keep 4 decimal places 4233 times the 5th power of (1 + x) is equal to = 10496. Find out how much x is equal to! Keep 4 decimal places 3093 times the 5th power of (1 + x) is equal to = 5503. Find out how much x is equal to! Keep 4 decimal places 11597 times the 5th power of (1 + x) is equal to = 34089. Find out how much x is equal to! Keep 4 decimal places If there is a way, it would be better! 3Q

6274 times (1 + x) to the fifth power equals 15031, and x equals 0.1909
1090 times the fifth power of (1 + x) equals 3276, and x equals 0.2462
4233 times the fifth power of (1 + x) equals 10496, and x equals 0.1992
3093 times the fifth power of (1 + x) equals 5503 and x equals 0.1221
11597 times (1 + x) to the fifth power equals 34089 and x equals 0.2407
If f (x) = x2 + ax + B-3, the minimum value of A2 + B2 is ()
A. 5B. 4C. 14D. 15
Substituting (2, 0) into the quadratic function analytic formula, we can get: 4 + 2A + B-3 = 0, that is, 2A + B = - 1, the solution is: B = - 1-2a, then A2 + B2 = A2 + (- 1-2a) 2 = 5A2 + 4A + 1 = 5 (a + 25) 2 + 15, so when a = - 25, B = - 15, the minimum value of A2 + B2 is 15
How much is 4 to the third power? Keep four decimal places. Thank you
4^(1/3) = 1.5874
4 to 3 is 1.5874
When an object of mass m absorbs (or releases) heat Δ Q in a certain process, and the temperature increases (or decreases) Δ T, then Δ Q / Δ t is called the heat capacity of the object in this process (abbreviated as heat capacity), which is shown in capital C
Given the function f (x) = x 2 + ax + 3, when x ∈ [- 2,2], f (x) ≥ A is constant, and the minimum value of a is obtained
Let the minimum value of F (x) on [-2, 2] be g (a), and then satisfy the minimum value of G (a) ≥ a. The formula is f (x) = (x + A2) 2 + 2 + 3 − A24 (|x