Y=1x+6 or y = x+6
Y=Mx+b
M=1
6=1(0) +b
b= 6
(59,527) - (23 x 2588) = 59,527 - 59524 = R = 3
It is important to remember that in simplifying expressions, you can only add or subtract like terms. Also, you have to follow PEMDAS. For the expression,
<span>5 + 7 + 15xy^2 + 9y^3 + 10x –13xy^2 – 3x – 8y^3
We can combine all the constants, xy^2 terms, y^3 terms and x terms which will yield,
12 + 2xy^2 + y^3 + 7x
Therefore the correct answer is option B.</span>
The coordinates of A', B', C' and D' are , , and
Explanation:
The coordinates of ABCD from the graph is given by
A is , B is , C is and D is
The figure ABCD is reflected across the x - axis.
We need to determine the coordinates of A', B', C' and D' after it is reflected across the x - axis.
Since, we know that the rule to reflect across the x - axis is given by
Thus, using this rule, we shall determine the coordinates of A', B', C' and D'
and
Thus, the coordinates of A', B', C' and D' are , , and