Sentence examples for example can be rewritten from inspiring English sources

The previous expression, for example, can be rewritten as (x+3)(x+3).

For instance, the previous example can be rewritten in the following form: For instance, the previous example can be rewritten in the following form: Note that, in this case, the Array class is never mentioned explicitly.

Example (i) can be rewritten in the following form: if (betain (0,overline{beta}]) and (a = sin ( frac{betapi}{2} + operatorname{arctg} beta )), then the function (f z)=z ( 1+frac{a}{3} z^{2} )^{-1/2}) is strongly starlike of order β.

For example, 1/4 =.2500..., which can be rewritten as.25, since all those zeroes amount to nothing.

Model (1.1) can be rewritten as (3.6).

For example, the CAF (24) can be rewritten as (26 where are the scaled coefficients of degree l and order m, and t a = 2010.

For example, using convex relaxation, (21) can be rewritten as: begin{aligned} {{left( f_{ij}^{k} right) }^{2}}+{{left( {{C}_{ij}}p_{j}^{k} right) }^{2}}le {{left( {{C}_{ij}}p_{i}^{k} right) }^{2}} end{aligned} (23 Subsequently, we can obtain the SOCP formulation of gas flow models as follows.

Next we present an example, in which a separable optimization problem can be rewritten as a split equality problem.

For example, Newton's classical identity, f = ma, can be rewritten in equivalent forms such as a = f/m or f/a = m.

For example, the solutions (12) and (14) in [16] actually can be rewritten as our solutions (3.16) and (3.27), respectively.

Example: 4x4 + 12x3 + 6x2 + 18x Each term has 2x in common, so the problem can be rewritten as: 2x(2x3 + 6x2 + 3x + 9).