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Is sin function continuous?
1 answer
Yes, it goes on forever and ever with no break. Cosine is continuous, but Tangent isn't
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For the following function, find the values of the constants 𝑎 and 𝑏 for which the function is continuous, but not
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as with the previous problem, you want f(0) to match up, but f'(0) has a break. how about a=0, b=0
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1.Locate the discontinuity of the function
y=1/(1+sin x) 2.Suppose that f is a continuous function defined for all real numbers x
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#1: when is the denominator zero? When 1+sinx = 0 sinx = -1 x = 3π/2 + 2kπ Since f(-5) > 0 and
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consider k(t)=(e^t)/(e^t-7) on[-7,7]
Is this function continuous on the given interval? If it is continuous, type "continuous".
Top answer:
It is not continuous where the denomimator becomes zero. That happens when e^t = 7, or about t =
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if f is a continuous function defined by f(x)={x^2+bx, 5 sin("pie"/2x) then b= ?
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f(x)= x^2+bx (for all values of x less than or equal to 5) f(x)= 5 sin ((pie/2)x) (for all values of
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consider k(t)=(e^t)/(e^t-7) on[-7,7]
Is this function continuous on the given interval? If it is continuous, type "continuous".
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no when t=7, your denomintor is e^0 which is 1, the numberator is e^7, so you would have a value of
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dont get it
write intervals for the function sin(x)/1-cos (x) is continuous on.
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f(x) is continuous, except where the denominator is zero. So, where is 1-cos(x) = 0?
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Let f be he real-valued function defined by f(x)=sin^3x+sin^3|x|
(a) find f'(x) for x>0 (b) find f'(x) for x<0 (c) determine
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(a) Well, well, let's take a look at f'(x) for x > 0. To find the derivative of f(x), we need to use
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COnsider g(x)=(8)/(x-6) on (6,13)
(a) Is this function continuous on the given interval? If it is continuous, type "continuous".
Top answer:
It depends on whether the round brackets surrounding your interval of (6,13) indicate that the
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COnsider g(x)=(8)/(x-6) on (6,13)
(a) Is this function continuous on the given interval? If it is continuous, type "continuous".
Top answer:
when x=6, you would be dividing by zero so it is discontinuous at x=6 in general, a discontinuity
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COnsider g(x)=(8)/(x-6) on (6,13)
(a) Is this function continuous on the given interval? If it is continuous, type "continuous".
Top answer:
no
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