The answer for mixed degree systems  what is the maximum number of solutions each of the following systems could have? two distinct concentric circles: zerotwo distinct parabolas: twoa line and a circle: twoa parabola and a circle: four

Solution:

we have been asked to find the maximum number of solutions each of the following systems could have?

Two distinct concentric circles: Zero

Two distinct concentric circles never intersects each other . Hence it does not have any solutions.

Two distinct parabolas: two

As we know that the two parabolas intersect at a maximum of Two Points. Hence the maximum number of solution is Two.

A line and a circle: two

A line and a circle can intersect at a maximum of Two Points. Hence the maximum number of solution is Two.

A parabola and a circle: Four

A Parabola and a circle can intersect at a maximum of Four Points. Hence the maximum number of solution is Four.

its the second choice.

step-by-step explanation:

the elements in the range will be 7 less than the elements in the domain.

answer: ay  

fonsi  

dy  

oh

oh no, oh no

oh yeah

diridiri, dirididi daddy  

go

sí, sabes que ya llevo un rato mirándote  

tengo que bailar contigo hoy (dy)  

vi que tu mirada ya estaba llamándome  

muéstrame el camino que yo voy (oh)

tú, tú eres el imán y yo soy el metal  

me voy acercando y voy armando el plan  

solo con pensarlo se acelera el pulso (oh yeah)

ya, ya me está gustando más de lo normal  

todos mis sentidos van pidiendo más  

esto hay que tomarlo sin ningún apuro

despacito  

quiero respirar tu cuello despacito  

deja que te diga cosas al oído  

para que te acuerdes si no estás conmigo

despacito  

quiero desnudarte a besos despacito  

firmo en las paredes de tu laberinto  

y hacer de tu cuerpo todo un manuscrito (sube, sube, sube)

(sube, sube)