PLS HELP ME PLSSS PLS JUST PLS
1. Write the next two terms in the pattern. (1 poi
11, 18, 25, 32,
42, 49
0 39, 46
038, 45
40, 48
5. A mail-order supplier of small electrical parts charges a shipping fee of $8, plus $5 for each push-button
light switch ordered. If x is the number of push-button switches ordered, then the expression for the total
cost of an order is 5x + 8. Which table shows the total cost for the given number of switches ordered?
Number of Switches Cost (in $)
X
5x+8
45
1
h
2
50
55
3
6. Write an algebraic expression for the word phrase 5 times the product of x and y (1 point)
O 5(x + y)
O 5(x - y)
05
O 5xy
As
(1 point)
7. During a canned food drive, Bob collected 6 times as many cans as Tom. If t represents the number of
cans that Tom collected, which algebraic expression represents the number of cans that Bob collected?
O6t
O 7t
O 6+t
9. Solve the equation. (1 point)
2k = 26
03
O 13
O28
O24
क
10. Solve the equation. (1 point)
X-6.6 = 15.7
09.1
O 22.3
O27.3
O 32.3
11. Solve the equation. (1 point)
100 = 5x
O20
095
105
500
12. Identify an equation that models the situation and find its solution.
(1 point)
Kane planned to build a 53-centimeter-tall model of a building. He later decided to increase the model's
height to 159 centimeters. What was the increase of the model's height in centimeters?
Ox - 53 = 159
x = 212
O 53 + x = 159
x= 106
O 53 + x = 159
x= 102
X-53=159
13. Karen wrote a check for $59. She subtracted that amount from her checking account and found that the
balance was $244 after writing the check. What was her balance before writing the check?
Oc+59 = 2445
c = $235
O c-59 = 244;
C = $303
O c +59 = 244;
c = $185
OC -59 = 244;
C = $353
14. The cost of 8 adult tickets to a movie is $66. What is the cost of one adult ticket? (1 point)
O 8c = 66
C= $58
O 8c = 66
C= $74
O 8c = 66
C = $528
O 8c= 66
C = $8.25
15. Simplify the expression 8 x 2.6. (1 point)
O 11.6
0 41.6
( 10.6
0 20.8
16. A room has 2 sections as shown in the picture below. Which expression uses the Distributive Property to
find the total area of the room?
N.
14
8
4
O 14+ (8 x 4)
O 14 x (8+4)
O 14
14 x 8 x 14 x 4
17. Write the expression nn.n.n.n. n using an exponent. Name the base and the exponent (1 point)
Ono; the base is n and the exponent is 6
On the base is 6 and the exponent is n
06'the base is n and the exponent is 6
06'the base is 6 and the exponent is n
18. Solve the equation using mental math. (1 point)
x+8 = 8
O 16
O 56
O 62
O 64
19. Write ten-million (10,000,000) in scientific notation. (1 point)
O 105
N
01x106
O1x 107
O 1x 108
11, 18, 25, 32, ... keep adding 7
The rest is just a poorly formatted homework dump.
Surely you must have some ideas on at least some of them.
1. The next two terms in the pattern are 56 and 63.
2. The table that shows the total cost for the given number of switches ordered is:
Number of Switches Cost (in $)
1 13
2 18
3 23
3. The algebraic expression for the word phrase "5 times the product of x and y" is 5xy.
4. The algebraic expression that represents the number of cans Bob collected is 6t.
5. The solution to the equation 2k = 26 is k = 13.
6. The solution to the equation x - 6.6 = 15.7 is x = 22.3.
7. The solution to the equation 100 = 5x is x = 20.
8. The equation that models the situation is 53 + x = 159, and the solution is x = 106.
9. The equation that represents the situation is c + 59 = 244, and the solution is c = 185.
10. The cost of one adult ticket is $8.25.
11. The simplified expression 8 x 2.6 is equal to 20.8.
12. The expression that uses the Distributive Property to find the total area of the room is 14 x (8 + 4).
13. The expression nn.n.n.n can be written as n^6, where the base is n and the exponent is 6.
14. The solution to the equation x + 8 = 8 is x = 0.
15. Ten-million (10,000,000) in scientific notation is 1x10^7.
1. To find the next two terms in the pattern, we can see that the pattern is increasing by 7 each time. Therefore, the next two terms would be 56 and 63.
5. The expression for the total cost of an order is given as 5x + 8. To determine the total cost for the given number of switches ordered, simply substitute the values of x from the table into the expression and evaluate. For example, when x is 1, the total cost would be 5(1) + 8 = 13.
7. If Bob collected 6 times as many cans as Tom, then the algebraic expression representing the number of cans Bob collected would be 6t, where t represents the number of cans Tom collected.
9. To solve the equation 2k = 26, divide both sides of the equation by 2. This gives us k = 26/2 = 13.
10. To solve the equation x - 6.6 = 15.7, add 6.6 to both sides of the equation. This gives us x = 15.7 + 6.6 = 22.3.
11. To solve the equation 100 = 5x, divide both sides of the equation by 5. This gives us x = 100/5 = 20.
12. The equation that models the situation of Kane increasing the model's height to 159 centimeters is x - 53 = 159, where x represents the increase in the model's height. To find the solution, add 53 to both sides of the equation. This gives us x = 53 + 159 = 212.
13. To find Karen's balance before writing the check, we need to solve the equation c + 59 = 244, where c represents her balance before writing the check. Subtract 59 from both sides of the equation to get c = 244 - 59 = 185.
14. To find the cost of one adult ticket, we can set up the equation 8c = 66, where c represents the cost of one adult ticket. Divide both sides of the equation by 8 to get c = 66/8 = $8.25.
15. To simplify the expression 8 x 2.6, simply multiply the numbers together. This gives us 8 x 2.6 = 20.8.
16. The expression that uses the Distributive Property to find the total area of the room is 14 x (8 + 4). This is because the area of the room is equal to the sum of the areas of the two sections, which is represented by the expression.
17. The expression "nn.n.n.n. n" can be written using an exponent as n^6. Here, n is the base and 6 is the exponent.
18. To solve the equation x + 8 = 8 using mental math, we can simply subtract 8 from both sides of the equation. This gives us x = 0.
19. Ten million (10,000,000) in scientific notation can be written as 1 x 10^7. Here, 10 is the base and 7 is the exponent.