The height of the cone is certain, and what is the ratio of its volume to the base area

The height of the cone is certain, and its volume is (positively) proportional to the base area.

Proportionality: two related quantities, one quantity changes, the other quantity also changes, if the ratio of the two numbers corresponding to these two quantities (that is, the quotient) is certain, these two quantities are called proportional quantities, their relationship is called proportional relationship, proportional image is a straight line;

Expressed by letters is that if the letters x and y are used to represent two related quantities, and k is used to represent their ratio (certainly), the proportional relationship can be expressed by the following relation: x y = k (certainly);

Inverse proportionality: two related quantities, one quantity changes, the other quantity also changes, if the product of the two numbers corresponding to these two quantities is constant, these two quantities are called inversely proportional quantities, and their relationship is called inverse proportional relationship;

Because: volume 3 base area = high (definitely).

So: the volume of the cone is directly proportional to the area of the earth.

The height of the cone is certain, and its volume is (positively) proportional to the base area.

Inversely empty examples.

Cone volume = 1/3 of the base area is high.

So: the base area is high = 3 cone volume.

Because the volume must be a loss type, multiplied by 3 is also a fixed value;

When the product of two quantities is a fixed value, they are said to be inversely proportional.

Its base area is inversely proportional to its height.

The side view of the conic is a sector with a radius of l and an arc length of 2 r area of the conic side = (1 2) (2 r) l = rl

"The volume of the cone = 1 3 The base area * height, that is, the base area * height = 3 * the volume of the cone (fixed value), so the volume of the cone is certain, and the base area is inversely proportional to the height.

1. The height of the whole cone must be proportional to its volume and the base area.

Solution: Volume of the cone = base area * height 3

v=1/3▪sh

h=3v/s

That is, 3v s=h (fixed value).

From the definition of proportionality, it can be seen that the height of the cone must be proportional to its volume and base area.

The volume of the cone = base area * height 3

The volume of the cone = base area * height 3

The height of the cone must be constant, and the height of 3 is also constant.

The volume of the cone and the base area are constant.

So the volume is proportional to the base area.

Answer: Cone volume = 1/3 base area Height So: Volume: Base area = 1/3 Height Because: height is certain, so 1/3 high.

It's also definite. The ratio is a fixed value, which is proportional.

Because: volume 3 base area = high (definitely).

So: the volume of the cone is directly proportional to the area of the earth.

inversely proportional. Because the product of the base area and the height must be (3 times the volume of the cone), it is inversely proportional.

Cone volume = 1/3 of the base area is high.

So: the base area is high = 3 cone volume.

Because the volume is certain, it is also a fixed value after multiplying by 3;

When the product of two quantities is a fixed value, they are said to be inversely proportional.

Its base area is inversely proportional to its height.

The volume of the cone is constant, and its base area is inversely proportional to its height. "The volume of the cone = 1 3 The base area * height, that is, the base area * height = 3 * the volume of the cone (fixed value), so the volume of the cone is certain, and the base area is inversely proportional to the height.

If one quantity decreases with the increase of the other quantity or one quantity increases with the decrease of the other, and their product is the same, then the two quantities are inversely proportional.

Two related quantities, one quantity changes with the other quantity, but the product of these two quantities must be a constant, at this time, these two quantities are inversely proportional quantities, and their relationship is called an inverse proportional relation. It is usually used to represent the law of change of y by the law of x.

The inverse proportional relationship is a summation problem in the application problem. Reflected in division, when the dividend is fixed, the divisor is inversely proportional to the quotient. In fractions, when the numerator of the fraction is constant, the denominator is inversely proportional to the fractional value.

In proportion, the antecedent term of the ratio is certain, and the latter term of the ratio is inversely proportional to the ratio. If the relationship between the total number and the number of copies is concretized, in the shopping problem, the total price is fixed, and the unit price and the quantity are inversely proportional.

In the travel problem, the total distance is fixed, and the speed is inversely proportional to the time.

Inverse proportional v one-third (base area height).

inversely proportional. Because the base area x height x 3 1 = the volume of the cone (definitely), it is inversely proportional.

inversely proportional, because the ground area * height = 3v (certain) 3v represents the volume of 3 cones.

Cone volume = 1/3 of the base area height So: base area height = 3 The volume of the cone is also a fixed value after multiplying by 3 because the volume is constant; When the product of two quantities is a fixed value, it is said that they are inversely proportional to its base area and its height is inversely proportional.

Hello the cone volume does not become, then the base area and height are inversely proportional functions, the larger the base area, the smaller the height. The smaller the base area, the higher the height. It can be deduced that the larger the radius of the circle of the underground surface, the smaller the height, and conversely, the smaller the radius, the greater the height of the cone.

Because, 1 3 base area height = cone volume (definitely).

Base area height = 3 cone volume (certain).

So, the base area is inversely proportional to the height.

The volume of the cone is the base area multiplied by the height multiplied by 1 3, which is a multiplicative relationship. And it never changes, so it's inversely proportional.

The volume is fixed, so the larger the bottom surface, the smaller the height, so the base area is inversely proportional to the height.

The answer to this question is inversely proportional.

Because, 1 3 base area height = cone volume (definitely).

Base area height = 3 cone volume (certain).

So, the base area is inversely proportional to the height.

Volume of the inverse proportional cone = base area 3 high

The volume of the cone is constant, and the height gradually decreases as the base area increases.

Let the bottom area be y, the height be h, and the volume must be v.

v=sh/3

s=3v/h

is an inverse proportional function.