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Math Quiz on GP's Flashcards | StudBud
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Math Quiz on GP's
Math Quiz on GP's
19 terms
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StudBud Administration
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22 plays
By Li Chen and Elliot Krantz
Flashcards
19 cards
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Practice quiz
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Host live
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Questions
19
Answers
1
How many helmets will the tenth case have?
218
220
212
210
2
What type of equation is this? y=12x-4
Quadratic
Quartic
Cubic
Linear
3
What is the equation to this growth pattern?
y=\frac{n^2+n}{2}
y=\frac{n\left(n+4\right)}{6}
y=\frac{n\left(n+6\right)}{10}
y=\frac{n^2+2n}{2}
4
What category does the table belong in?
exponential
quartic
cubic
quadratic
5
What type of graph is this ?
cubic
quadratic
linear
quartic
6
True or False: Exponential graphs don't have a limit
False
True
7
Which kind of GP is this?
linear
quartic
cubic
quadratic
8
What type of growth pattern is this graph?
quadratic
quartic
cubic
exponential
9
Which one of these is a Cubic GP?
Empty choice
Empty choice
Empty choice
Empty choice
10
What are the categories in polynomial?
Linear, Quadratic, Cubic, Quartic
Linear, Quadratic, and Exponential
Quartic, Cubic, and Periodic
Linear, Exponential, Periodic
11
What is not a characteristic of a polynomial equation?
The equation doesn't have a variable in its denominator
The bases of the exponents are numbers
The exponents must be whole, positive numbers
The bases of the exponents are variable
12
Vocabulary question: What is a parabola?
an equation with an exponent greater than 3
A plane curve, not symmetric across the axis of symmetry
A random shape on the graph
A special curve that's arched in an U-shape
13
Was this Quiz fun?
It was good
It was too easy
Super Fun
Yes
14
What is the equation to this GP?
2n-1
2(n+1)
2n+1
2(n-1)
15
Which type of equation is thisy=\frac{\left(x+96\right)}{\left(x^2-8\right)}
Quadratic
Cubic
Periodic
Rational
16
What type of growth pattern is this graph?
cubic
exponential
quartic
quadratic
17
What are the characteristics of a periodic equation(s) and/ or table?
It has to be all positive numbers
There can't be fractions
It doesn't contain trigonometry functions
There is a repetitive pattern in the outputs
18
How many flowers are going to be in the 8th case?
120
130
132
131
19
A quadratic function in standard form is y=ax^2+bx+c or f\left(x\right)=ax^2+bx+cwhere a\ne0
True
False
