Answer:
Only 2 factors have exactly two terms i.e, (x+4)(y+4)
Step-by-step explanation:
Given : Expression
To find : How many factors in the expression have exactly two terms?
Solution :
Expression cannot be further factorized.
Now, We count the terms in each factor.
1) Factor- 8
Only 1 term i.e, 8 itself.
2) Factor- x+4
Two terms .i.e., x and 4
3) Factor- y+4
Two terms .i.e., y and 4
4) Factor-
Three terms .i.e., , 4z and 7.
Therefore, Only 2 factors have exactly two terms i.e, (x+4)(y+4).
A. 42.5 centimeters
B. 65 centimeters
C. 9.2 centimeters
D. 35 centimeters
D.
35 centimeters
to represent the height of the nth bounce of the ball.
The value 2.75 goes in the first box, since it's the first term.
The expression goes in the second box. The second line says "to get the nth term, we multiply the previous term by 0.69"
Answer:
f(t)=t²-12t+11
Step-by-step explanation:
1) Having an attentive reading, we can see from the picture two coordinate points (1,0) and (11,0).
These points, has coordinates for x and y. Since those y-coordinates are zero, we have x-intercepts. Or the zeros of a function, in a quadratic function. Those intercepts minus x values equals zero. These x-intercepts we'll rename it as t, for time.
2) Plugging it in and writing it as groups:
f(t) = returns in feet
t= for time
f(t) =(t-1)(t-11)
Distributing the factors multiplying (t-1) times (t-11), goes:
f(t) =t²-12t+11
x^2 -12x +11
We have the x intercepts so we can create the equation (x-1)(x-11). Multiply it and you get your answer
A 180
B 120
C 45
D 60
Answer:
60° .
.
.
.
....................
.
.