Vivek has a maximum of 49 seconds to chop tomatoes and zucchinis. It takes him 6 seconds to chop each tomato, and 4 seconds to chop each zucchini.

Write an inequality that represents the number of tomatoes (T) and zucchinis (Z) Vivek can chop within this time limit.

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Answer:

6T + 4Z ≤ 49

Step-by-step explanation:

Let T = number of tomatoes chopped

Let Z = number of zucchinis chopped

6T = time spent on chopping tomatoes

4Z = time spent on chopping zucchinis

6T + 4Z ≤ 49

The total number of seconds used must be less than or equal to 49

The inequality 6T + 4Z ≤ 49 represents the number of tomatoes (T) and zucchinis (Z) Vivek can chop within this time limit.

What is inequality?

It is defined as the expression in mathematics in which both sides are not equal they have mathematical signs either less than or greater than, known as inequality.

We have:

Vivek has a maximum of 49 seconds to chop tomatoes and zucchinis. It takes him 6 seconds to chop each tomato, and 4 seconds to chop each zucchini.

The number of tomatoes is T and zucchinis is Z.

The inequality can be framed:

6T + 4Z ≤ 49

Thus, the inequality 6T + 4Z ≤ 49 represents the number of tomatoes (T) and zucchinis (Z) Vivek can chop within this time limit.

Learn more about the inequality here:

brainly.com/question/19491153

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