If the half life of substance z is 2.5 years how long will it take for 48 grams of substance z to decay such that only 3 grams remain?

It takes 10 years for the substance z to decay from 48g to 3g

Explanation:

Given:

Half life of z = 2.5 years

Final amount of Z = 3 g

Initial amount of Z = 48 g

According to the question, it takes 2.5 years for substance Z to reduce to half.

So,

In 2.5 years, the amount of z =

In next 2.5 years, the amount of z =

In next 2.5 years, the amount of z =

In next 2.5 years, the amount of z =

To reduce the amount from 48g to 3g, total years = 2.5 + 2.5 + 2.5 + 2.5

                                                                                   = 10 years

Therefore, it takes 10 years for the substance z to decay from 48g to 3g

starchy vegetables are high in carbohydrates.

starchy vegetables contain more carbohydrates than non-starchy vegetables.

explanation:

there are two primary categories of carbohydrates, essentially differentiated on the basis of their carbohydrate content (which is in the form of starch - a complex carbohydrate):

those vegetables which contain little amounts of starch are termed as non-starchy vegetables, and some examples include: artichokes, broccoli and bean sprouts.

vegetables high in their starch content are distinguished as starchy vegetables, and some examples include: potatoes, chickpeas and corn.