A rhombus is mainly defined as: "A parallelogram in which all sides are equal".
This means that, in a rhombus:
1- All sides are equal
2- Each two opposite angle are equal
Based in this:
"<span>A figure has four sides measuring 10 centimeters, and two pair of opposite congruent angles." can be classified as a rhombus.
Hope this helps :)
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A. The equation in slope-intercept form, relating the cost, y, to the number of nights stay, x is y = 755 + 101x.
B. The cost for 10 days is $1765.
<h3>How to calculate the value?</h3>
It should be noted that the information can be illustrated with an arithmetic sequence:
Smile Vacations is offering a 4-night Hawaiian vacation for $1,058. This will be illustrated as:
a + 3d = 1058
a = first term
d = common difference
The 7-night vacation for $1,361. This will be:
a + 6d = 1361
The equation will be represented as:
a + 3d = 1058
a + 6d = 1361
Subtract the equations:
3d = 303
Divide
d = 303/3
d = 101
Recall a + 3d = 1058
a + 3(101) = 1058
a + 303 = 1058
a = 1058 - 303
a = 755
The cost for 10 nights will be:
y = 755 + 101x.
y = 755 + 101(10)
y = 755 + 1010
y = 1765
Learn more about sequence on:
brainly.com/question/6561461
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The statement is false. It is incorrect that the number pi is an irrational number because of the phrase in the sentence 'repeating pattern'. Irrational numbers like Pi cannot be expressed as fraction or ratio of integers. Plus, they do not end (or like you said, they go on forever) HOWEVER they do not follow or have a repeating pattern.
<span>(2 - 5 x 3)</span>² = (2 - 15)² = (-13)² = 169<span> </span>
Step-by-step explanation: What they mean is if you were to say put all that data onto a graph, any kind of graph. What graph would you chose, and why? How you would work through this kind of problem, or at least how I would approach it weight out the pros and cons of each graph, or put some data on different graphs and see what works best. On the contrary if you have a rough idea of how each graph would look like you would just chose the one you think conveys the information best. I think they're is a best answer, but no wrong answer, you can make an argument for most graphs if you try, so just chose the one you think is best, and write your reasoning.