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------------------------------------------------ Select the two correct answers.

Which equations correctly represent the statement shown?

"The value of 81 is 19 more than \( j \)."

A. \( 19 \times j = 81 \)
B. \( 81 = j - 19 \)
C. \( 81 = j + 19 \)
D. \( 81 \times j = 19 \)
E. \( 19 + j = 81 \)
F. \( 81 \div j = 19 \)

The given statement 'The value of 81 is 19 more than j' can be translated into a mathematical equation by understanding that '19 more than j' is the same as adding 19 to j. Thus, the equation representing this relationship is 81 = j + 19. We can rewrite it to isolate the variable j, giving us j = 81 - 19, which is another correct equation that represents the given statement.

eramkhanvt eramkhanvt · Answer 2 · 2024-11-20T17:57:42-05:00

The correct equation that describes the statement in algebraic form is 81=j+19

What is an Algebraic Expression?

An algebraic expression in mathematics is an expression which is made up of variables and constants, along with algebraic operations (addition, subtraction, etc.). Expressions are made up of terms.

Given here: The statement " The value of 81 is 19 more than j"

The unknow number here is j

and as the statement reflects the number 81 is 19 more than number j

Thus we can construct a statement as j+19=81

Or we can re write it as 81=j+19

Hence, The correct equation that describes the statement in algebraic form is 81=j+19

Learn more about algebraic expressions here:

brainly.com/question/29159730

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