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It means sunken in. If the top of a stone is concave, it can hold rainwater.
'Convex' means swollen out. If the top of a stone is convex, water rolls off.
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What is the definition of inflection point in math?
That's a point where the curve of a graph changes from "concave upward" to "concave downward", or vice versa.
What does concave mean?
bent or curved inwards
What does the word key in math's vocabulary mean?
what does key mean in math
What does math fever mean?
When you love math
What does figure math mean?
figure math means figure math
What is the definition of inflection point in math?
That's a point where the curve of a graph changes from "concave upward" to "concave downward", or vice versa.
What does zero afterlife concave mean?
it is the deeper concave offered by zero skateboards
What does it mean when something is concave?
If an object is concave, it means that is contains a surface that curves inward. Eyeglass lenses and bowls, for example, can both be said to be concave.
What does concave mean?
bent or curved inwards
What is the principal focus of the concave mirror?
Once you measure it and do the math you will know. Use algebra. Parabolic curves formulas.
What does bi-concave mean?
Concave means that there is a dip in the object, like it has caved in. Bi-concave means that it is dipped in on two sides of the object. A good example is a red blood cell. It is a bi-concave disk - it has dips on two sides of it.
What does length mean in math?
What does length mean in math
What names mean blessed or blessing?
what concave means in blessed
Does meniscus always concave?
No, the meniscus is not always concave. It can be convex or flat depending on the liquid and the surface tension between the liquid and the container.
Is a jeweller's mirror concave or convex?
concave
What does the word key in math's vocabulary mean?
what does key mean in math
What does 'concave up' mean in physics terms?
In physics, 'concave up' refers to the shape of a curve or surface that opens upward, resembling a cup that faces upwards. This typically signifies a region where the rate of change of a function is increasing. It is often associated with the idea of a positive second derivative.
