given in percents and vs the equation can be expressed as

These two phrases are not directly comparable as they serve different purposes. 'Given in percents' is used to describe data presented in percentage form, while 'the equation can be expressed as' is used to indicate that an equation can be written in a particular form.

Last updated: March 17, 2024 • 680 views

given in percents and

This phrase is correct and commonly used to describe data presented in percentage form.

This phrase is used to indicate that data is presented in percentage form. For example, 'The results were given in percents.'

Examples:

The data was given in percents.
The values were given in percents.
The statistics were given in percents.
The information was given in percents.
The numbers were given in percents.

Show examples from the web [+]

room_size is given in meters, feedback-% is the feedback level given in percents and wet-% is the amount of reverbed signal added to the original ...
This protein value is given in percents and it indicates how fast the cancer is progressing. With "most" cancer a value of 5% is about right. In aggressive cancers ...
Understanding student test results given in percents and percentiles and interpreting what these data mean when considering the quality of schools. Culture.
Values are given In percents and are the means±standard deviations. There were 10 rabbits in both the control and the fish oil-fed groups. Table 7. Effect of Fish ...

the equation can be expressed as

This phrase is correct and commonly used to indicate that an equation can be written in a particular form.

This phrase is used to show that an equation can be represented in a specific way. For example, 'The equation can be expressed as y = mx + b.'

Examples:

The equation can be expressed as a quadratic function.
The formula can be expressed as a series of variables.
The relationship can be expressed as a linear equation.
The model can be expressed as a differential equation.
The expression can be expressed as a polynomial.

Show examples from the web [+]

(a) The equation can be expressed as sin(t)y” + cos(t)1/ + 3y = 0. It's a linear differential equation. (b) This is a linear differential equation. (0) The term t / y is not ...
then the equation can be expressed as. (dy)/(Y(y))=X(x)dx. (3). and the equation can be solved by integrating both sides to obtain. int(dy)/(Y(y))=intX(x). (4) ...
An exception is when both sides of the equation can be expressed as powers of the same number. Both of your equations fit into this later category. a.
If the concept of limit is introduced and n becomes large, then the equation can be expressed as the following. x=1+. x2=x+1. To get the approximate idea of two ...

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given in percents and vs the equation can be expressed as