differantial equality… does it acceptable as “equality” ?
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$$
c_{n+1} = frac{frac{d(c_{n+1}+c_n)}{2}}{dT},
c_n = frac{frac{d(c_{n+1}+c_n)}{2}}{dT} \
c_n = c_{n+1}
$$
Can it be acceptable as equality?
sequences-and-series differential-equations derivatives
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up vote
0
down vote
favorite
$$
c_{n+1} = frac{frac{d(c_{n+1}+c_n)}{2}}{dT},
c_n = frac{frac{d(c_{n+1}+c_n)}{2}}{dT} \
c_n = c_{n+1}
$$
Can it be acceptable as equality?
sequences-and-series differential-equations derivatives
add a comment |
up vote
0
down vote
favorite
up vote
0
down vote
favorite
$$
c_{n+1} = frac{frac{d(c_{n+1}+c_n)}{2}}{dT},
c_n = frac{frac{d(c_{n+1}+c_n)}{2}}{dT} \
c_n = c_{n+1}
$$
Can it be acceptable as equality?
sequences-and-series differential-equations derivatives
$$
c_{n+1} = frac{frac{d(c_{n+1}+c_n)}{2}}{dT},
c_n = frac{frac{d(c_{n+1}+c_n)}{2}}{dT} \
c_n = c_{n+1}
$$
Can it be acceptable as equality?
sequences-and-series differential-equations derivatives
sequences-and-series differential-equations derivatives
asked Nov 21 at 12:27
Kadir Susuz
11
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