The value of the expression ((-3)^4)^2 when simplified is 6561
<h3>What are expressions?</h3>
Expressions are mathematical statements represented by numbers, arithmetic operations and variables
<h3>How to simplify the expression?</h3>
The expression is given as:
((-3)^4)^2
Start by expanding the inner bracket
((-3)^4)^2 = ((-3)*(-3)*(-3)*(-3))^2
Next, we evaluate the product (-3)*(-3)*(-3)*(-3)
This gives
((-3)^4)^2 = (81)^2
Next, expand the exponent
((-3)^4)^2 = (81) * 81
Next, we evaluate the product
This gives
((-3)^4)^2 = 6561
Hence, the value of the expression ((-3)^4)^2 when simplified is 6561
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two me plus you equals one <3
Answer:
The answer is 602/45
Step-by-step explanation:
Since this involves subtracting fraction, we must make sure each denominator is alike, which involves find the LCD (least common denominator).
9, 5, and 1 (the number 14's denominator is 1) all have the LCD 45 in common.
Multiply 9 by 5, which multiplies 2 with 5, giving 10.
Multiply 5 by 9, which multiplies 2 by 9, giving 18.
Multiply 1 by 45, which multiplies 14 by 45, giving 630.
Now, you have an equation that looks like this:
(630/45) - (10/45) - (18/45)
Subtract 10 from 630, which gives 620, then subtract 18 from 620, giving 602.
Final answer: 602/45
The answer is A I hope this helps
The correct answer for this question would be answer C. x +24
