Biology, 21.12.2020 14:00 neekobecky599

What are aspects of flowers farming in vase

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Answer from: vvaallww

What do you put in a vase of flowers to keep them fresh?

Sugar. Make your own preservative to keep cut flowers fresh longer. Dissolve 3 tablespoons sugar and 2 tablespoons white vinegar per quart (liter) of warm water. When you fill the vase, make sure the cut stems are covered by 3-4 inches (7-10 centimeters) of the prepared water.

What is vase life of flowers?

Vase life is the period during which a cut flower or cut foliage retains its appearance in a vase. This is a major consideration in identifying plant species suitable for use in floristry, plants with a long vase life being far more desirable than those with a short vase life.

Can you grow flowers in a vase?

There are many flowers that will grow well indoors. Many prefer tulips simply because they look good in vases and are very easy to care for. You can also choose to grow chrysanthemums, lilies, miniature roses, carnations and gladiolas in vases if you wish.

Why put a penny in a vase of flowers?

Dropping a copper penny into the vase. The reason pennies are considered a smart way to keep flowers alive longer is because copper is a fungicide, so it naturally kills off those pesky bacteria and fungi that are trying to camp out in your flowers' vase and shorten the life span of your stems

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Answer from: Quest

They must use the scientific method

Answer from: Quest

answer: zinc is the substance which has a volume of 1.38 $cm^{3}$ .

density is defined as the mass of an object per unit volume.

it can be calculated by dividing mass of a substance by its volume i.e. $density = \frac{mass}{volume}$

si unit of density is kg per cubic meter and cgs unit of the same is gram per cubic centimeter.

now from the given data volume can be calculated by the formula $volume = \frac{mass}{density}$ .

hence, the volume of aluminium will be = $\frac{4.60}{2.70} cm^{3}$ which comes out to be 1.703 $cm^{3}$ .

similarly, volume of zinc, chromium, and nickel will be 1.378 $cm^{3}$ , 0.869 $cm^{3}$ , and 0.356 $cm^{3}$ respectively.

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