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Mathematics
Algebra
Equations and Expressions
Are the functions y-5=6(x-3) and y=6x-13 equal?
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Yes they are.
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Let f'(x)=4x^3-12x^2.
(a) find three different functions with derivative equal to f'(x). how are the graphs of the three
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let y=1, 0, -50, 34 all those are different functions. how are they different? they are displaced in
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which statement about linear functions are true
A)linear functions grow by equal factors over equal intervals B)linear functions
Top answer:
Better check B. It's the differences that are constant, not the ratios. A gives an exponential
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for piecewise functions do I connect all the functions?
Ex: f(x): 2+x x less than or equal to -3 f(x): x^2 -3 less than x less
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For piecewise functions, you do not typically connect the different segments of the line, unless
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show that f(x) = x^2-1 (x is greater than and equal to 0) and g(x) = root(x-1) (x is greater than and equal to -1) are inverse
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They must not be inverse functions. f(x)=x^2-1 y+1=x^2 x= +- root (y+1) g(x)=+-root (x+1) lets try
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Suppose that f and g are two functions both continuous on the
interval [a, b], and such that (b) = p and f(b) = g(a) = q where p
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An example case is illustrated by the sin(x) and cos(x) functions between π/2 and 2π (see link at
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Unicellular cells must carry out ___ of life.(1 point)
Responses a few functions a few functions specific functions specific
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all functions
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Unicellular cells must carry out ___ of life.(1 point)
Responses specific functions specific functions a few functions a few
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specific functions
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Unicellular cells must carry out ___ of life.
Responses specific functions specific functions all functions all functions a few
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a single function
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Which of the following attributes do the functions f(x)=3√x and g(x)=lnx have in common?
A) Both functions have a domain of
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The correct answer is: C) Both functions pass through the point (1,1).
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Let S be the set of all measurable functions on [0,1]. Then the set O
of all functions in S equal to 0 a.e on [0,1] makes an
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Sorry, can not help, hope someone can.
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