Help solve mathematics question, please. Photo.
Help solve mathematics question, please. Photo. - 1

Answers

Answer 1
Answer: Well there is actually 2 answers because the first one ( -5,0 ) Will work,.... And also the ( 0,-5 ) Also goes hand and hand with what the equation is asking. :) Give that a try. If you think otherwise stick with your gut feeling :)
Answer 2
Answer: The problems are in the attached files.

Related Questions

A hyperbola is the set of all points in a plane such that the absolute value of the difference of the distances from two fixed points, called the foci, is constant.Please select the best answer from the choices providedA. TrueB. False
Solve "P x 87 + 67 x 87 + (33 - P) x 87 = ?"
PLEASE HELP ASAP!!!!!!!
He difference between 4,632 and 20,000 is what number?
What is the slope between (5,0) and (6,0)

Entre os alunos que frequentam o Ensino Profissional na escola do Carlos foi recolhida umaamostra de 50 aos quais se colocou a questão:

«Qual das seguintes frases exprime melhor o teu gosto pelo estudo da Matemática?

Gosto muito.
Gosto de certos conteúdos.
Gosto pouco.
Não gosto nada.»
O seguinte gráfico traduz as respostas obtidas à questão anterior.





1.1. Indique a variável em estudo e a sua natureza.

1.2. Calcule a percentagem de alunos que responderam «Gosto muito».

1.3. Observe a seguinte tabela ainda referente à mesma questão.



Rapazes

Raparigas

Gosto muito

12

6

Gosto de certos conteúdos

8

7

Gosto pouco

6

6

Não gosto nada

2

3

Escreva um pequeno texto no qual justifique que, neste estudo, os rapazes mostraram ter um maior gosto pelo estudo da Matemática

Answers

Answer:

taco

Step-by-step explanation:

no hablos espanol

Which choice is equivalent to the quotient shown here when x > 0?√50x^2 divide by √32x^2.

a.5√x/4
b.5x/4
c.√18x
d.√50x^3-32x^2

Answers

The quotient equivalent to the expression √(50x^3) / √(32x^2) is (5√x)/4.

Hence option B is the right choice.

How to find the quotient of an expression?

To find the quotient of an expression, we simplify the numerators and the denominators and then cancel off the like terms.

How to solve the question?

In the question, we are asked to find the equivalent expression to the quotient given by √(50x^3) / √(32x^2) .

To find the equivalentexpression, we need to simplify the given quotient as follows:

{√(50x³)}/{√(32x²)}

= {√(25.2.x².x)}/{√(16.2.x²)} [Since, 50x³ = 25.2.x².x, and 32x² = 16.2.x²]

= {√(5².2.x².x)}/{√(4².2.x²)} [Since, 25 = 5², and 16 = 4²]

= (5x.√2.√x)/(4x√2) [Since, √(ab) = √a√b, and √a² = a]

= (5√x)/4 [Cancelling the like terms √2 and x].

Thus, the equivalent expression is (5√x)/4.

Thus, the quotient equivalent to the expression √(50x^3) / √(32x^2) is (5√x)/4. Hence option B is the right choice.

The question provided is incomplete. The complete question is provided in the attachment.

Learn more about finding quotients at

brainly.com/question/409874

#SPJ2

√(50x^2):√(32x^2)=\sqrt(50x^2)/(32x^2)=\sqrt{(25)/(16)}=(5)/(4)

Don't know how to do the math

Answers

You have to find the surface area of the shapes, then add them all together. Then divide the SA to the 0.5 m² can of grey paint.

It takes Doug 3 days to reroof a house. If Doug's son helps him, the job can be completed in 2 days. How long would it take Doug's son, working alone, to do the job?

Answers

the answer is 1 day because if it takes Doug 3 days by himself and if his son helps him and it takes 2 days with the both of them that means it would only take Doug's son 1 day.

If Rachel purchased a prepaid phone card for $25. Long distance calls cost 24 cents a minute using the card. Rachel used her card only once to make a long distance call. If the remaining credit on her card is $19.24 how many minutes did the call last?

Answers

Answer:

24 minutes

Step-by-step explanation:

25- 19.24= $5.76 used so....

$5.76/ 0.24cents = 24 minutes

Find co-ordinates of (2,3) after it is rotated 240 degrees clockwise about the origin?

Answers

x'=x\cos\theta-y\sin\theta\ny'=x\sin\theta+y\cos\theta\n\n x'=2\cdot\cos 240-3\cdot\sin240\n x'=2\cdot(-(1)/(2))-3\cdot(-(\sqrt3)/(2))\n x'=-1+(3\sqrt3)/(2)\n y'=2\cdot\sin 240+3\cdot\cos 240\n y'=2\cdot(-(\sqrt3)/(2))+3\cdot(-(1)/(2))\n y'=-\sqrt3-(3)/(2)\n\n (-1+(3\sqrt3)/(2),-\sqrt3-(3)/(2))