Sentence examples for using the following statement from inspiring English sources

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This is implemented using the following statement.

Import the Microsoft.Win32 namespace using the following statement: Implement the Start-up Check Box CheckChanged event and write the following code: RegistryKey currentUserRegistry = Registry.CurrentUser; RegistryKey runRegistryKey = currentUserRegistry.OpenSubKey.OpenSubKey

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Typically, both of these files will be stored in the same directory as the HTML web pages and included in the HEAD section of the web page using the following statements.

We use the following statements to find the structure of linear preservers of gs-majorization.

They used the following statements: "I see myself as a part of the campus community," "I feel that I am a member of the campus community," and "I feel a sense of belonging to the campus community".

Both questionnaires comprised seven belief statements against which respondents were asked to rate their level of agreement using the following statements: strongly agree, agree, neither agree nor disagree, disagree or strongly disagree.

Social support was evaluated according to the number of support persons using the following statements: "I can consult this person when I am in trouble", "I can consult this person when I feel physically sick", "This person supports me in my daily life", "This person will accompany me to the hospital if I am sick", and "This person will care for me when I am bedridden" [ 20].

We will use the following statement, which has a proof similar to the proof of Levinson [15].

We will use the following statement on the boundedness of the weighted Hardy operator: H^{ast}_{w} g(r):=int_{r}^{infty} biggl(1+lnfrac{t}{r} biggr) g(t) w(t),dt,quad rin 0,infty), where w is a weight.

In this section, we are going to use the following statement on the boundedness of the Hardy operator: ( H g ) ( t ) : = 1 t ∫ 0 t g ( r ) d r, 0 < t < ∞.

We will use the following statement on the boundedness of the weighted Hardy operator: H w ∗ g ( r ) : = ∫ r ∞ ( 1 + ln t r ) g ( t ) w ( t ) d t, r ∈ ( 0, ∞ ), where w is a weight.

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