Verify Your Answer: Easy Steps to Checking Your Solutions

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In the discussion, a participant points out errors in two math problems. For problem #59, the correct operation is to subtract the square of the domain element, not the cube. In problem #60, the expression should be simplified to "3√x" instead of writing it as "√x + √x + √x." The corrections clarify the necessary operations for both problems. Overall, the focus is on ensuring accurate mathematical notation and operations.
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I want check my answer ()()()
 

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For 59 you have "- x3" when you should be subtracting the square.

For 60 you have "\sqrt{x}+ \sqrt{x}+ \sqrt{x}" for "add three times the square root". That will work but should be written more simply as "3\sqrt{x}".

The others are correct.
 
my dear

#59 what is wrong ?

# 60
F(x) = -8xccube + 3square root of 3

now is ok?
 
r-soy said:
#59 what is wrong ?

# 60
F(x) = -8xccube + 3square root of 3

now is ok?
#59 "subtracts the square of the domain element", not the cube of it, as you have.
#60 Correct. F(x) = -8x3 + 3\sqrt{3}
 
In #59 the question says "...then subtract the square of the domain element..." (maybe the underline is the key here :wink:)
But you have subtracted the cube.
the square ---> x2
the cube ----> x3

See the dilemma?

For #60 yes that is ok now.
 
thanks very much for helping me
 

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