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snow_tiger [21]
3 years ago
5

Thomas starts a canned food collection with 2 cans of food. He challenges his friends to bring 4 cans on the second day, 8 cans

on the third day, and 16 cans on the fourth day. Thomas and his friends plan to collect cans for 10 days.
WILL MARK AS BRAINLEST!!!!!
Which statement describes why this sequence is a function?

Each day corresponds to a unique amount of cans in this sequence.

The graph of the sequence would pass the horizontal line test.

The graph of the sequence would pass the vertical line test.

Each amount of cans corresponds to a unique day in this sequence.
Mathematics
2 answers:
ziro4ka [17]3 years ago
8 0
I'd definetly say A and C! Tell me if I got them correct. :)))
GalinKa [24]3 years ago
3 0

Answer:

Each day corresponds to a unique amount of cans in this sequence; The graph of the sequence would pass the vertical line test.

Step-by-step explanation:

A function is a relation in which each element of the domain is mapped to one element of the range.  This means each independent value, x value, can only be used once.

In this situation, the independent, the x, is the number of days.  Each day will have only one number of cans; it is used only once, so it is a function.

Every function, when graphed, passes the vertical line test.

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Question about a rational expression
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If you multiply by 6, 6/v x 6 = 36/v, that’s why it don’t work.

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2 years ago
Is anybody good at Geometry?<br><br>"Use the diagram on the right for 36-43."
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6 0
3 years ago
Solve logarithm equation please with steps.
fomenos
The first time I did it, I got an answer that's not one of the choices.  The second time
I did it, I got an answer that IS .  Here are both of my procedures.  If all you want is
the answer, look down below at the second one.  But if you could help me out, now
that you know how to do this stuff, please look at my first solution and tell me where
I messed up.  I can't find it.
=======================================================

Here's what the problem tells you:

D = 10 log ( ' I ' / 10⁻¹² )

D  = 60 . . . . . find ' I ' .

Here we go:

60 = 10 log ( ' I ' / 10⁻¹² )

Divide each side by 10 :

6 = log ( ' I ' / 10⁻¹² )

Raise 10 to the power of each side of the equation:

10⁶ = ' I ' / 10⁻¹²

Multiply each side by  10¹² :

10¹⁸ = ' I '     That's 10^18.  It looks bad, because that isn't one of the choices.

Let's try a slightly different procedure:

============================================

After substituting 10⁺¹² for I₀ , we're working with this formula:

           D = 10 log ( 'I' / 10⁺¹² )

Let's just look at the log part of that.

The log of a fraction is [ log(numerator) - log(denominator) ]

log of this fraction is [ log( 'I' ) - log(10⁻¹²) ]

But   log(10⁻¹²)  is just (-12) .

So the log of the fraction is [ log( 'I' ) + 12 ]

And the whole formula is now:

         D = 10 [ log( 'I' ) + 12 ]

60 = 10 [ log( 'I' ) + 12 ]

Divide each side by 10 :

6 = log( 'I' ) + 12

Subtract 12 from each side :

-6 = log ( ' I ' )

' I ' = 10⁻⁶

That's choice-'B' .

==================================================

I'm going to leave the first solution up there, in hopes that you, or one
of the many aces, experts, and geniuses that prowl this site constantly,
can weigh in and show me my blunder on the first attempt.


 





5 0
3 years ago
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