q: do you think you can apply the same concept in simplifying a rational algebraic expression?
yes, through applying the concept of factoring and greatest common factor or gcf can be used in order to simplify a rational algebraic expression.
for example:
the value of the numerator is 10x + 25y. 10 and 25 has a factor of 5, hence, it can be written in such a way that it is factored by 5.
10x + 25y = 5 (2x + 5y)
when we multiple 2x + 5y by 5, we will arrive to the same given.
after factoring the numerator, we will look in the denominator to see if the common factor in the numerator be possible to divide or cancel. in this case:
5 can be cancelled from both numerator and denominator as long as there is no subtraction or addition involved with 5. hence, we will arrive to the following solution:
= 2x + 5y
code: 8.3.1.2.1.
for more information about fractions, kindly refer to the following link/s:
answer:
yes.
step-by-step explanation:
q: do you think you can apply the same concept in simplifying a rational algebraic expression?
yes, through applying the concept of factoring and greatest common factor or gcf can be used in order to simplify a rational algebraic expression.
for example:
the value of the numerator is 10x + 25y. 10 and 25 has a factor of 5, hence, it can be written in such a way that it is factored by 5.
10x + 25y = 5 (2x + 5y)
when we multiple 2x + 5y by 5, we will arrive to the same given.
after factoring the numerator, we will look in the denominator to see if the common factor in the numerator be possible to divide or cancel. in this case:
5 can be cancelled from both numerator and denominator as long as there is no subtraction or addition involved with 5. hence, we will arrive to the following solution:
code: 8.3.1.2.1.
for more information about fractions, kindly refer to the following link/s:
equation:
2x + 3x = 62.5
5x = 62.5
5 5
x = 12.5
2x = 25
3x = 37.5
check: 25 + 37.5 = 62.5
25 * 37.5 = 937.5.
i am not sure for the answer because i think the question is wrong. but in case, if it is should be the answer.
937.5
0.98888888888888888888888
180
Step-by-step explanation:
Find a multiple of 36 that is divisible by both 12, 30, and 36
36 = 36, 72, 108, 144, 180, ...
180 is the smallest and it's divisible by 12, 30, and 36
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