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uranmaximum [27]
3 years ago
9

May i please get help for this please and thank you

Mathematics
1 answer:
Elanso [62]3 years ago
8 0

Answer:

There's nothing here

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Use the table shown in the image! 1. Which equation expresses “y” in terms of “x”? A. y=17x B. y=25x C. x=51y D. x=85y 2. What i
levacccp [35]

Answer:  1. A. y=17x

2.  $59.50

Step-by-step explanation:

1. In the table , it can be seen that as x increases y increases with the proportionality constant k = \dfrac{y}{x}=\dfrac{51}{3}=\dfrac{85}{5}=\dfrac{119}{7}=17,.

Equation of direct variation between  x and y : y=kx

Put k= 17 , we get

y=17x , which is the required equation.

So correct option is "A".

2. To find : The charge for renting a machine for 3.5 hours.

Put x= 3.5 in above equation , we get

y=17(3.5)=59.5

Hence, the  charge for renting a machine for 3.5 hours is $59.50.

So correct option is "B".

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3 years ago
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Mr.Paul pays the parking bill before tax at a cost of $33.20. The parking tax rate is 2%. Mr. Paul decides to leave a 5% tip for
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47.42

5+2=7

33.2/0.7=47.42
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4 years ago
You have seven new emails in your inbox. The total number of emials in your inbox is 22. Write and solve an equation to find the
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The answer of this question is 22

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Seaside Bike Shop rents bikes for $10 plus 54 per hour. Jack paid $30 to rent a bike. Which equation, when solved for x, gives t
lozanna [386]
Y=54x+10
If he paid $30 it would be
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3 years ago
given Given AB‾∥DC‾AB ∥ DC and BC‾∥AD‾BC ∥ AD , prove △ABC≅△CDA△ABC≅△CDA by filling out the flowchart below.
vredina [299]

Given:

AB||DC,BC\mleft\Vert AD\mright?

To show that,

\Delta ABC\cong\Delta CDA

First box:

AB||DC(\text{Given)}

Below box to the first box:

\angle BAC=\angle DCA(Parallel\text{ lines cut by the transversal form congruent alternate interior angles)}

Second box:

BC\Vert AD(\text{Given)}

Below box to the second box:

\angle DAC=\angle BCA(Parallel\text{ lines cut by the transversal form congruent alternate interior angles}

Third box in the second row:

AC=AC\text{ (common side)}

Last box:

So, using ASA congruence axiom,

\Delta ABC\cong\Delta CDA

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