Bina satu ketaksamaan bagi setiap situasi yang diberi. Construct an inequality of each of the following…

Question

Bina satu ketaksamaan bagi setiap situasi yang diberi. Construct an inequality of each of the following situations. x cars can be parked in a car park of a shopping centre which can accommodate 100 cars.

ScanSolve AI Tutor · Accepted Answer

Here's an explanation of the example for Section J:

Section J Example: "Bina situasi kehidupan harian berdasarkan ketaksamaan yang diberi." "Create a daily life situation based on the given inequality."

The given inequality is $t \le 30$ .
The variable $t$ represents the time of a sitcom show, in minutes.
The inequality $t \le 30$ means that the value of $t$ can be 30 or any value less than 30.

In a real-life context, "less than or equal to 30 minutes" can be expressed as "at most 30 minutes" or "not more than 30 minutes".

The daily life situation created from the example is:
$$
\boxed{\text{Masa tayangan suatu rancangan sitkom adalah selewat-lewatnya 30 minit.}}
$$
$$
\boxed{\text{The duration of a sitcom show is at most 30 minutes.}}
$$

Bina satu ketaksamaan bagi setiap situasi yang diberi. Construct an inequality of each of the following situations. x cars can be parked in a car park of a shopping centre which can accommodate 100 cars.

Answer

Step-by-step solution

The given inequality is $t \le 30$ .

The inequality $t \le 30$ means that the value of $t$ can be 30 or any value less than 30.

In a real-life context, "less than or equal to 30 minutes" can be expressed as "at most 30 minutes" or "not more than 30 minutes".

Try one yourself

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More Mathematics Questions

Bina satu ketaksamaan bagi setiap situasi yang diberi. Construct an inequality of each of the following situations. x cars can be parked in a car park of a shopping centre which can accommodate 100 cars.

Answer

Step-by-step solution

The given inequality is t≤30t \le 30t≤30.

The inequality t≤30t \le 30t≤30 means that the value of ttt can be 30 or any value less than 30.

In a real-life context, "less than or equal to 30 minutes" can be expressed as "at most 30 minutes" or "not more than 30 minutes".

Try one yourself

Still stuck on this one?

More Mathematics Questions

The given inequality is $t \le 30$ .

The inequality $t \le 30$ means that the value of $t$ can be 30 or any value less than 30.