Question

question 1
write as an expression:
the difference between ( 3x^4 ) and ( 3y^3 ):
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question 2
write as an expression:
the quotient of ( 5x^2 ) and ( 8y^5 ):
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question 3
write as an expression:
( 8x^4 ) more than ( 3y^3 ):
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Explanation:

Step1: Define difference (subtract terms)

The difference between $3x^4$ and $3y^3$ means subtract the second term from the first:
$3x^4 - 3y^3$

Step2: Define quotient (divide terms)

The quotient of $5x^2$ and $8y^5$ means divide the first term by the second:
$\frac{5x^2}{8y^5}$

Step3: Define "more than" (add terms)

$8x^4$ more than $3y^3$ means add $8x^4$ to $3y^3$:
$3y^3 + 8x^4$

Answer:

1. $3x^4 - 3y^3$
2. $\frac{5x^2}{8y^5}$
3. $3y^3 + 8x^4$