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Mathematics 18 Online
zarkam21:

D?

zarkam21:

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Vocaloid:

uh, not 100% sure but you would start by letting x = rcos(theta) where r = 7 and theta = pi/2

zarkam21:

0

Vocaloid:

good this question is kind of tripping me up because 7i * sin(pi/2) is 7i but that's not one of the choices

zarkam21:

maybe B?

Vocaloid:

yeah it's not the best choice but it's the closest to what's accurate

zarkam21:

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Vocaloid:

2nd paragraph

zarkam21:

argument

Vocaloid:

A+

zarkam21:

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zarkam21:

t

Vocaloid:

since we have restricted the domain from 0 to 2pi then every angle is unique, thus making the original statement false

zarkam21:

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zarkam21:

C

Vocaloid:

the number in front of the parentheses is r theta is the angle as usual so rcos(theta) = ?

zarkam21:

-2sqrt3

Vocaloid:

good and there's only one answer choice that has -2sqrt(3) as its first value

zarkam21:

A

Vocaloid:

good

zarkam21:

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zarkam21:

A

Vocaloid:

4cos(135) = ?

Vocaloid:

still there? you just need to calculate what 4*cos(135) is, that will give you your x-coordinate

zarkam21:

-2sqrt2

Vocaloid:

good, and there's only one solution that has -2sqrt(2) as the x-coordinate

zarkam21:

c

Vocaloid:

perfect

zarkam21:

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zarkam21:

D

Vocaloid:

hm. I suppose D is mathematically accurate but there may be a better way to represent it with the smallest angle possible

zarkam21:

um a?

Vocaloid:

good

zarkam21:

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zarkam21:

b

zarkam21:

D

Vocaloid:

if you draw a line from the origin to the red dot how long is that line? as a hint you must use the pythagorean theorem

zarkam21:

-2,1

zarkam21:

so i would use the pyth for these ?

Vocaloid:

|dw:1527614555973:dw|

Vocaloid:

notice how you have a triangle with legs 2 units each so length of the hypotenuse = sqrt(2^2 + 2^2) = ?

zarkam21:

2sqrt 2 so c

Vocaloid:

good

zarkam21:

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Vocaloid:

had to look this one up tbh if you remember from vectors we used a specific word, starting with an m, to describe the length of a vector, remember what that might be?

zarkam21:

magnitude:?

Vocaloid:

good, so magnitude is also our solution here

zarkam21:

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zarkam21:

D

Vocaloid:

close but not quite arctan(y/x) = ?

zarkam21:

B

Vocaloid:

good

zarkam21:

1 attachment
zarkam21:

D

Vocaloid:

good

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