that answer was close but I just took the test and its 452.2
Question :- Eight less then seven times a number is the same as for l four more than three times a number. Find the number.
Answer :-
Let the number be x
Therefore,
Hope it helps!
Answer:
y=-2x+3
Step-by-step explanation:
for one, you can see that the y-intercept is at 3, so for y=m*x+b, b is 3
next, you can count to get the slope. it moves 2 units down and one unit to the left, so for slope, which is rise over run, you are -2/1= -2
so y = -2x + 3
Question 1 options:
–16t^2+ 15t + 1 = 0
–4.9t^2 + 15t = 1
–4.9t^2 + 15t + 1 = 0
4.9t^2 + 15t + 1 = 0
no
Is (1,-4) a solution to the equation y=-2x?
yes
no
What would most likely be the total amount of cans, in pounds, Sarah would collect in 10 weeks?
200
220
320
420
The amount of cans, in pounds,Sarah would collect in 10 weeks is:
220
The x and y value as according to the information are as follows:
x (Number of weeks) y(Amount of cans collected)
0 20
1 40
2 60
3 80
4 100
Hence, we see that with each increasing weeks the number of cans collected increased by a constant rate i.e. 20
The equation that represent these points are:
y=20(x+1)
Now we have to calculate the value of y when x=10
when x=10 we have:
y=20(10+1)
y=20×11
y=220
Hence, the answer is: 220
Answer:
the answer is 220 I got it right on flvs
Step-by-step explanation:
y=20x+20
y=20(10)+20
y=200+20
y=220
Answer:
2.
Step-by-step explanation:
We have to find the polynomial can be simplified to a difference of squares.
1.
Combine like terms
10 in is not a perfect square number because when a number end with one zero then the number is not perfect square number.
Therefore, it can not be simplified to a difference of squares.
2.
Combine like terms
Hence, the polynomial can be simplified as difference of squares.
3.
Combine like terms
Hence, the polynomial can not be simplified as difference of squares because the polynomial can be simplified as sum of squares.
4.
Combine like terms
24 is not a perfect square number because when factorize 24 then 2 and 3 are not paired.
Hence, the polynomial can not be simplified as difference of squares.