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4 years ago

What does n(t) equal?

Mathematics

2 answers:

notka56 [123]4 years ago

8 0

N(t) equals 10(number of days times 3) because it says that the numbers triple everyday afterward

ANEK [815]4 years ago

6 0

Answer:

Step-by-step explanation:

day zero 10

then triple on day 1 = 10 * 3 = 30

then triple again = 10 * 3 * 3 = 90

etc

so for day t 10 * 3^t = n(t)

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3 years ago

Is there more than one way to write 8 x 64 in a expression?

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4 years ago

The sketch shows the distance three runners travel during a race. Describe what occurs at times A,B,C and D. In what order do th

goldfiish [28.3K]

Answer:

Notice that the distance is in the y-axis, and the time in the x-axis.

First, let's see what happens in the four points:

A) You can see that in point A, the steepness of the line increases, this means that the speed of the runner increases in that point.

B) In this point, the runner that increased his/her speed in point A crosses the graph of another runner, this means that they are at the same distance to the end and at the same time.

C) In this point again two runners are at the same distance and the same time, and we also can see that the runer that increased his/her speed at point A, now has reached the end of the race (because his line stops increasing, wich means that he/she already finished the race)

D) The las runner finishes the race at point D.

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3 years ago

Jamal wrote the inequality x/16 <6 . Which situation best represented by this inequality Helpppppp

Wittaler [7]

Given problem;

Inequality equation;

$\frac{x}{16}$ < 6

Before we solve, let us first translate this problem.

It simply states that for what value(s) of x will the expression be less than 6.

To find this value, we can simply carry out the normal mathematical simplification.

Simply multiply both sides by 16 to reduce the fraction;

16 x ( $\frac{x}{16}$ ) < 6 x 16

On the left hand side, 16 will cancel out;

x < 96

Any value for which x is less than 96 will make the solution of this problem less than 6.

For example, 95;

$\frac{95}{16}$ = 5.93

This value is less than 6

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3 years ago