What is the graph of Y=2|3x-3|-4
Answers
y = 2|3(x - 1)| - 4
y = 6|x - 1| - 4
The graph is a V shaped graph with vertex at (1, -4), x-intercepts at (1/3, 0) and (5/3, 0) any y intercept at (0, 2).
Related Questions
What is the answer to this problem? 7.5/12=4.2/x
The force of gravity on the moon is approximately one sixth that of the earth. The direct variation formula for weight on the earth compared to weight on the moon would be e = 6m, where e = weight on the earth and m = weight on the moon. The space suit that an astronaut wears while making a moon walk would weigh approximately 90 pounds on earth. What would be the weight of a 180 pound man wearing a space suit on the moon
What are two different decimals that when rounded to the nearest thousandth would give 5.24 as an answer
Owen receives $10 and puts it into his savings account. He adds $0.50 to the account each day for a number of days, d, after that. He writes the expression 10 + 0.5(d – 1) to find the amount of money in his account after d days. Which statement about his expression is true?
x+y=3
What is the value of x?
Answers
Step-by-step explanation:
x+y=3
y=2x
x+2x=3
x=3-2x
it's your required answer
Answer:
x=-3
If you need to find the value of y than substitute x=-3 into equation (1) .
Answers
Answer:
- After 2 weeks, Tarik will have $116 saved.
- After 3 weeks, Tarik will have $154 saved.
- After 4 weeks, Tarik will have $192 saved.
- Tarik will have enough money to buy the tablet after 6 weeks.
- The inequality representing the problem is $40 + ($38 * number of weeks) >= $265.49.
Step-by-step explanation:
To represent the amount of money saved after a certain number of weeks, we can use the expression:
Amount of money saved = $40 + ($38 * number of weeks)
Let's evaluate this expression for 2 weeks, 3 weeks, and 4 weeks:
For 2 weeks:
Amount of money saved = $40 + ($38 * 2)
Amount of money saved = $40 + $76
Amount of money saved = $116
For 3 weeks:
Amount of money saved = $40 + ($38 * 3)
Amount of money saved = $40 + $114
Amount of money saved = $154
For 4 weeks:
Amount of money saved = $40 + ($38 * 4)
Amount of money saved = $40 + $152
Amount of money saved = $192
To determine when Tarik will have enough money to buy the tablet, we need to set up an inequality. Let's represent the cost of the tablet as C:
Amount of money saved >= Cost of the tablet (C)
In this case, the cost of the tablet is $265.49. Therefore, the inequality becomes:
$40 + ($38 * number of weeks) >= $265.49
To solve this inequality, we can subtract $40 from both sides:
$38 * number of weeks >= $265.49 - $40
$38 * number of weeks >= $225.49
Finally, we divide both sides of the inequality by $38 to solve for the number of weeks:
number of weeks >= $225.49 / $38
number of weeks >= 5.93 (approximately)
Since the number of weeks must be a whole number, Tarik will have enough money to buy the tablet after 6 weeks.
To summarize:
- After 2 weeks, Tarik will have $116 saved.
- After 3 weeks, Tarik will have $154 saved.
- After 4 weeks, Tarik will have $192 saved.
- Tarik will have enough money to buy the tablet after 6 weeks.
- The inequality representing the problem is $40 + ($38 * number of weeks) >= $265.49.
Answers
A. y = 7591.96(1.02)x
y = 7,591.96(1.02)¹ = 7,743.80
y = 7,591.96(1.02)² = 7,898.68
B. y = 7591.96(0.02)x
y = 7,591.96(0.02)¹ = 151.84
y =7,591.96(0.02)² = 3.04
C. y = 7595(1.02)x THIS IS THE CORRECT EQUATION.
y = 7,595(1.02)¹ = 7,746.90
y = 7,595(1.02)² = 7,901.84
D. y = 7595(0.02)x
Answers
Answers
Answer:
6.6 ounces left
Step-by-step explanation:
Take the amount she had and subtract the amount she used
8.3-1.7 =6.6
Answer:
She has 6.6 ounces left.