If we rewrite the expression 8v(v+3)(v+3) then we will get 
Given an expression 8v(v+3)(v+3).
We are required to rewrite the given expression.
Expression is a combination of numbers, symbols, fraction , determinants,indeterminants, coefficients. They are not mostly found in equal to form. It expresses a relationship of a line or something else.
The expression is 8v(v+3)(v+3). There are three terms in which variable is v.
To rewrite the expression we have to multiply all the three terms with each other which can be done as under:
=8v(v+3)(v+3)
=
=
=
Now divide it by 8.
=
Hence if we rewrite the expression 8v(v+3)(v+3) then we will get
.
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The answer is 29 is the sum
208 4/7 +201 3/4 =
1456 / 7 + 804/4 = 409
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20 1/6 - 15 3/5 =
121 / 6 - 78/5 = 137 /30
Solution:
Given:

To get the product of the polynomial; we use the distributive property of multiplication.


Therefore, the product of the polynomials is;
Answer:
See below.
Step-by-step explanation:
The corners of the square are:
(-7, 6) which becomes (-6, 7)
(-2, 6) which becomes (-6, 2)
(-7, 1) which becomes (-1, 7)
(-2, 1) which becomes (-1, 2)
From the top left corner of the square, ABCD rotates to ACDB (clockwise), so Darla is correct.
The new square is in the same quadrant as the original, so quadrant 2.