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What is the maximum value of X 1 by X?

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What is the maximum value of X 1 by X?

e1/e
The maximum value of function is e1/e.

What is the minimum value of x?

The minimum value of a function is the lowest point of a vertex. If your quadratic equation has a positive a term, it will also have a minimum value. If you have the equation in the form of y = ax^2 + bx + c, then you can find the minimum value using the equation min = c – b^2/4a.

How do you find the maximum and minimum of a trig function?

Ratta-fication formulas

  1. a sin θ ± b cos θ = ±√ (a2 + b2 ) { for min. use – , for max. use + }
  2. a sin θ ± b sin θ = ±√ (a2 + b2 ) { for min. use – , for max. use + }
  3. a cos θ ± b cos θ = ±√ (a2 + b2 ) { for min. use – , for max. use + }
  4. Min. value of (sin θ cos θ)n = (½)n
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What is the maximum value of 1 sec A?

Maximum value of Sec theta is 1.

What is the maximum value of sin A?

1
Maximum value of sin A is 1 when A = 90 degrees. Where A be any angle of function.

What is absolute max and min?

An absolute maximum point is a point where the function obtains its greatest possible value. Similarly, an absolute minimum point is a point where the function obtains its least possible value.

How do you find the absolute minimum and maximum values?

Finding the Absolute Extrema

  1. Find all critical numbers of f within the interval [a, b].
  2. Plug in each critical number from step 1 into the function f(x).
  3. Plug in the endpoints, a and b, into the function f(x).
  4. The largest value is the absolute maximum, and the smallest value is the absolute minimum.

What is the maximum and minimum value of x<0?

If you take the domain as the whole real numbers then the maximum and minimum values are infinity and -infinity respectively. But if you consider the domain part wise as for x>0 the minimum value is +2 and maximum is +infinity. But for x<0 the maximum value is -2 and minimum is -infinity. The derivative test…

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How do you find the absolute maximum and absolute minimum?

To find the absolute maximum and absolute minimum, follow these steps: 1. Find the the critical points of f on D. 2. Find the extreme values of f on the boundary of D. 3. The largest of the values from steps 1 and 2 is the absolute maximum value; the smallest of these values is the absolute minimum value. 140 of 155

Can a graph have maximum and minimums but not maximums?

So, some graphs can have minimums but not maximums. Likewise, a graph could have maximums but not minimums. Here is the graph for this function. This function has an absolute maximum of eight at x = 2 x = 2 and an absolute minimum of negative eight at x = − 2 x = − 2.

What is the maximum value of horizontal tangent at x=+1?

But if you consider the domain part wise as for x>0 the minimum value is +2 and maximum is +infinity. But for x<0 the maximum value is -2 and minimum is -infinity. The derivative test doesnt fail for this function. It gives you the correst answer that at x=+1 or -1 there is a horizontal tangent, which is infact true.

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