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s344n2d4d5 [400]

3 years ago

8

¿Qué creo que debe considerar una empresa para elegir ellugar en el cual va a desarrollar su actividad económica osu emprendimie

nto?

Computers and Technology

1 answer:

zhannawk [14.2K]3 years ago

8 0

Answer:

sorry I don't speak that language

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Piecewise functions are sometimes useful when the relationship between a dependent and an independent variable cannot be adequat

Andru [333]

Answer:

//Set a piecewise function v(t).

function v = vpiece(t)

//Set the condition first for t.

if ((0<=t)and(t<=8)) //Set if condition

// first equation of velocity.

v = 10*t^2 - 5*t;

//Set the condition second for t.

elseif((8<=t)and(t<=16)) //Set elseif condition

//second equation of velocity.

v = 624 - 5*t;

//set the condition third for t.

elseif((16<=t)and (t<=26)) //Set elseif condition

//third equation of velocity.

v = 36*t + 12*(t - 16)^2;

//Set the fourth condition for t.

elseif t>26

//fourth equation of velocity.

v = 2136*exp(-0.1*(t-26));

//Last condition.

else

//fifth equation of velocity.

v = 0;

//End of the function v.

end

//set a variable and initialize it to 0.

a=0;

//Starting the loop.

for j = -5: 0.5 : 70

//Increment the value of a by 1.

a = a + 1;

t(a) = j;

v(a) = vpiece(t(a));

//End of for loop.

end

//Plot the graph between t and v.

plot(t,v)

//Write the label for the x-axis.

xlabel('t')

//Write the label for the y-axis.

ylabel('velocity')

//Write the title of the plot.

title('Plot of velocity vs t')

Explanation:

Firstly, we set the piecewise method.

Then we set the first condition, after that we apply the condition of velocity.

Then we set the second condition, after that we apply the condition of velocity.

Then we set the third condition, after that we apply the condition of velocity.

Then we set the fourth condition, after that we apply the condition of velocity.

Then we set the last or fifth condition, after that we apply the condition of velocity.

Then we set the variable "a" to 0.

Then start the loop and increase the value by 1.

And after all, we write the title of the plot.

8 0

3 years ago

Identify a logical operation (along

tankabanditka [31]

Answer: Provided in the explanation section

Explanation:

The Question says;

Identify a logical operation (along

with a corresponding mask) that, when

applied to an input string of 8 bits,

produces an output string of all 0s if and

only if the input string is 10000001.

The Answer (Explanation):

XOR, exclusive OR only gives 1 when both the bits are different.

So, if we want to have all 0s, and the for input only 10000001, then we have only one operation which satisfies this condition - XOR 10000001. AND

with 00000000 would also give 0,

but it would give 0 with all the inputs, not just 10000001.

Cheers i hope this helped !!

3 0

3 years ago

In a bubble sort for a list of length n >= 2, in each iteration, the first step is to compare_______.

Hunter-Best [27]

Answer:

the consecutive two elements and swap them based on the value which is larger if we go for ascending order

Explanation:

bubble sort compares 2 consecutive elements of the list and swap them. in one iteration one value will be placed correctly depending on the sorting order either ascending or descending

7 0

3 years ago

(5 pt.) The name of a variable in the C programming language is a string that can contain uppercase letters, lowercase letters,

lilavasa [31]

Answer:

The different variable in C is 21213316700.

Explanation:

Given value:

Total value = letters + underscore value

Total value = 52 + 1

Total value =53

choice for first character = 53 letters +10 digits

first character = 63

choice for remaining characters

So,

Variable number With one 1 character = 53

Variable number With 2 character = 53 × 63

Variable number With 3 character = 53 × 63²

Variable number With 4 character = 53 × 63³

.

.

.

Variable number With 7 character = $53 \times 63^{7}$

Total difference variable = 53 + 53 × 63+ 53 × 63²+ 53 × 63³+....+ $63^{7}$

Total difference variable = 53(1 + 63 + 63²+ 63³+ .... + $63^{7}$ )

Formula:

$1+x+x^2+x^3+x^4+........x^n\\\\\Rightarrow \frac{x^{(n+1)} -1}{x-1}$

Total difference variable

$53 \times \frac{63^{7+1} -1 }{63-1}\\\\53 \times \frac{63^{8} -1 }{63-1} \\\\ \therefore 63^8 = 2.48 \times 10^{14}\\\\53 \times \frac{2.48 \times 10^{14} -1 }{62}\\\\53 \times \frac{1.48 \times 10^{14}}{62}\\\\21213316700$

6 0

3 years ago

A video conference on the topic: "The internet solves more problems than it causes". You will then be asked to discuss this ques

uysha [10]

Answer:

Internet help us in daily life. i save our time, also it let us to connect with our friends and family, faster with no time

Explanation:

Hi, that what do i know

3 0

3 years ago