Introduction to math equation for 3 of 520:
Percentage calculation is one of the most important calculation which, every student must be aware of. Finding percentage is a calculation performed to find out the amount of portion or amount of consumption is done. Percentage calculation is said as a very important aspect because, they are used in our day to day life, almost in every field. The percentage is expressed in two forms of equations in math which is explained in the following sections. Examples to solve percentage problems, is illustrated in the following sections. I like to share this Reciprocal Definition with you all through my article.
Math equation for 3 of 520
Finding percentage in math is a calculation performed to find out the amount of portion or amount of consumption is done by a parameter of the other. As said earlier percentage calculation equation is of two types. For example: The problem, solve 3 of 520 can be expressed in two forms of equations as shown below.
Equation to solve what percent is 3 in 520 == > `(x%)/100` * 520 = 3
Equation to find 3% of 520. ==> `3/100 ` *520 = ?
The calculation of the above two formats is explained in the next section.
Understanding free online tutoring calculus is always challenging for me but thanks to all math help websites to help me out.
Basic equation for percentage calculation:
The basic math equation for the calculation of percentage is as follows,
===> x * `y/100` = z
where,
'x' is the whole amount
'y' is the percentage
'z' is the percentage value
Example math problems:
Here are few examples explaining the calculation of percentage using the above mentioned math equations,
Example 1:
Solve 3 of 520
Solution:
Lets assume the question in this format,
Solve what percent is 3 of 520
So the percent value = 3
The whole amount is 520
So substituting in the equation,
x * `y/100 ` = z
520 * `y/100 ` = 3
therefore,
`y/100` = `3/520` ,
y = `(3*100)/(520)`
y = `300/520`
y = 0.57%
Example 2:
Solve 3 of 520
Solution:
Lets assume the question in this format,
Solve what is 3 percent 520
So the percentage is given = 3
The whole amount is 520
So substituting in the formula,
x * `y/100 ` = z
520 * `3/100 ` = z
Therefore,
`1560/100` = z
z = `(156)/(10)`
z =` 15.6`
Therefore, 3% 0f 520 is 15.6
Percentage calculation is one of the most important calculation which, every student must be aware of. Finding percentage is a calculation performed to find out the amount of portion or amount of consumption is done. Percentage calculation is said as a very important aspect because, they are used in our day to day life, almost in every field. The percentage is expressed in two forms of equations in math which is explained in the following sections. Examples to solve percentage problems, is illustrated in the following sections. I like to share this Reciprocal Definition with you all through my article.
Math equation for 3 of 520
Finding percentage in math is a calculation performed to find out the amount of portion or amount of consumption is done by a parameter of the other. As said earlier percentage calculation equation is of two types. For example: The problem, solve 3 of 520 can be expressed in two forms of equations as shown below.
Equation to solve what percent is 3 in 520 == > `(x%)/100` * 520 = 3
Equation to find 3% of 520. ==> `3/100 ` *520 = ?
The calculation of the above two formats is explained in the next section.
Understanding free online tutoring calculus is always challenging for me but thanks to all math help websites to help me out.
Basic equation for percentage calculation:
The basic math equation for the calculation of percentage is as follows,
===> x * `y/100` = z
where,
'x' is the whole amount
'y' is the percentage
'z' is the percentage value
Example math problems:
Here are few examples explaining the calculation of percentage using the above mentioned math equations,
Example 1:
Solve 3 of 520
Solution:
Lets assume the question in this format,
Solve what percent is 3 of 520
So the percent value = 3
The whole amount is 520
So substituting in the equation,
x * `y/100 ` = z
520 * `y/100 ` = 3
therefore,
`y/100` = `3/520` ,
y = `(3*100)/(520)`
y = `300/520`
y = 0.57%
Example 2:
Solve 3 of 520
Solution:
Lets assume the question in this format,
Solve what is 3 percent 520
So the percentage is given = 3
The whole amount is 520
So substituting in the formula,
x * `y/100 ` = z
520 * `3/100 ` = z
Therefore,
`1560/100` = z
z = `(156)/(10)`
z =` 15.6`
Therefore, 3% 0f 520 is 15.6
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