Question

simplify 5/3+-3/2+-7/3+3

Answer 1

Hey dear here is ur answer with the attachment. ....

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Answer 2

Answer:

Step-by-step explanation:

Concept:

A rational number in mathematics is one that can be written as the ratio or fraction p/q of two integers, where p and q are the numerator and denominator, respectively.

Every integer, such as $5$ (which is $5/1$) and the number $-3/7$, is a rational number. The field of real numbers, often known as the field of rational numbers, or simply "the rationals," is typically represented by the boldface letter $Q$. Real numbers are those that are sensible. Real numbers that are rational either have a decimal expansion that ends after a finite number of digits or are rational.

Given:

The numbers $5/3+-3/2+-7/3+3$

Find:

To find $5/3+-3/2+-7/3+3$

Solution:

$5/3+-3/2+-7/3+3$

$= 5/3 - 3/2 - 7/3 + 3$

$= 10-9-14+18 / 6$

$= -(9+14) +(10+18) / 6$    

$= -2-3/6$

$= -5/6$  

#SPJ2