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How do exponents and logarithms translate?
(2) In order to find the monotone interval of function y = AF (x), we should first find out the monotone interval of F (x), and then find out the monotone interval of function y = AF (x) according to the monotonicity of y = Au. In order to find out the monotone interval of function y = logaf (x), we should first find out the monotone interval of F (x), and then find out the monotone interval of function y = Lo according to the monotonicity of y = logau
Exponential formula and logarithmic formula can transform each other
This is wrong. Why is there no value range for the base of exponential formula? Can you give an example
Exponential and logarithmic expressions may not be able to transform each other
The premise of transformation is that the base of index is greater than 0 and not equal to 1
For example (- 2) ^ 3 = - 8 can't be converted to logarithm
How to calculate and compare the logarithm of mathematical index
RELATED INFORMATIONS
- 1. Write the following exponential formula as logarithmic formula or the following logarithmic formula as exponential formula 53 square = 125, 10x square = y INX = y log subscript 216 = 4 Think about that log
- 2. How do exponents and logarithms compare For example, the 0.3 power of 2 and log (3) (2)
- 3. Logarithm problem 0 < log [a] 2 < log [b] 2, then the size relationship between a and B is_________ .
- 4. Why is Lim n times √ a = 0 when n tends to infinity
- 5. Proof of Higher Mathematics Let f (x) be continuous on [0,1], derivable on (0,1), and f (1) = 0. Let f (1) = 0, then we try to prove that there is at least one point of ξ ∈ (0,1), so that f '(ξ) = - 2F (ξ) / ξ holds If the function f (x) is differentiable on [0,1], then there must be ξ ∈ (0,1) such that f '(ξ) = 2 ξ [f (1) - f (0)]
- 6. If the limit of a function is positive infinity, is there no limit? If the limit of a function is positive infinity, is there no limit?
- 7. If there is no limit, is it infinite? I don't think so. Please explain why. Thank you
- 8. Infinite function must be unbounded, but why unbounded function is not necessarily infinite?
- 9. Function infinity and unbounded relationship, the best example. Thank you
- 10. If the limit is positive infinity, must it be unbounded
- 11. Log to index How does logarithm turn into exponent.. what formula is it '? For example, this problem log (x) (27) = 3 / 2 (x is the base number, 27 is the real number) to find X I want to know the formula
- 12. On the transformation between the formulas of exponent and logarithm with e
- 13. Limit, I know to use exponential logarithm, but can't do it LIM (cosx) ^ 1 / LNX, where x tends to be 0 LIM (TaNx) ^ SiNx, where x tends to be zero positive
- 14. Index and logarithm A ^ B = n, the number B is called the logarithm of n with a as the base Isn't the number B an exponent? Why is it called logarithm?
- 15. On logarithm, exponential operation, a+lga=10 b b+10 =10 Find a + B How to draw a picture
- 16. Simplification of logarithm How to change x ^ lgx + 2 = 1000 to (lgx + 2) lgx = 3
- 17. Seek master second solution high number problem, logarithm derivation Logarithm derivation, known function y = x one of the x power, X is greater than 0, find the derivative of Y
- 18. If the function f (x) is differentiable at point XO, then f (x) is continuous at point XO Prove the above proposition
- 19. Let the function FX be differentiable at point X and find the following limit. Limf (x + α h) - f (x - β h) / h, (α, β are constants)
- 20. Let f (x) be differentiable at XO, then LIM (x) approaches 0, f (XO + x) - f (xo-3x) / X is equal to 0 A.2f'(xo) B.f'(xo) C.3f'(xo) D.4f'(xo）