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Laabri

Math Benchmark Practice 2

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Last updated 5 months ago
87 Nsɛmmisa
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1.

How many rows of flowers did Sheila plant?

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5.

What is the value of ♡ if 20 ÷ ♡ = 4?

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9.

What is 90 x 4?

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13.

If Ronaldo made 48 cookies and placed 6 on each plate, how many plates are used?

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17.

What is the total number of pages Marissa read?

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21.

How many tables are at the event?

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25.

What is the formula to find the area of a rectangle?

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28.

If one bag has 10 apples, how many are in 2 bags?

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32.

What is Jolene's total amount raised so far?

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36.

How many seats are at one table if there are six?

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40.

How many pages does Ryan read each night?

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44.

What is the first step to solve the equation 8 = Δ ÷ 9?

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48.

What is the total cost John spent on apples?

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52.

What is the total number of baseballs before giving any away?

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56.

What is the formula for finding the area of a rectangle?

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60.

What is the formula for the perimeter of a rectangle?

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64.

What shape is Tammy's garden?

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68.

Oscar has 14 treats and gives 2 each day. Which equation applies?

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72.

What is the formula for the perimeter of a rectangle?

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76.

What represents the multiplication in the area calculation?

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80.

What is the formula for the perimeter of a rectangle?

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84.

What is the area of the large rectangle?

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2.

How many flowers were in each row?

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3.

What operation to use for total flowers?

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4.

What is the total number of flowers if she planted 7 rows?

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6.

If ♡ = 4, what is ♡ × 5?

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7.

What is the result of ♡ × 4?

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8.

What is 24 ÷ ♡ if ♡ = 4?

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10.

What is 50 x 8?

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11.

What is 60 x 7?

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12.

Which is the greatest product?

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14.

What math operation should be used to find the number of plates?

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15.

How many cookies are on each plate based on the problem?

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16.

What is the total number of cookies Ronaldo made?

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18.

How many pages did Marissa read in the first month?

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19.

What is the total of pages read in first two months?

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20.

What operation is needed to find pages read in the third month?

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22.

How many bottles of water are on each table?

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23.

What is the total number of water bottles?

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24.

If there were 5 tables, how many bottles would there be?

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26.

If one side of a rectangle is 6 and the other is 3, what is the area?

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27.

Which operation helps to calculate area?

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29.

How many bags does Angie need for 50 apples?

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30.

What is 3 times 10?

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31.

If Angie bought 3 bags, how many apples total?

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33.

What is Jolene's fundraising goal?

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34.

How much has Jolene raised from selling candy?

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35.

How can you find out how much more money Jolene needs?

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37.

What operation do you use to find total seats?

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38.

If there are 20 tables, how many seats are possible?

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39.

How to calculate seats if you change the number of tables?

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41.

How many days does Ryan read?

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42.

What is the total number of pages in the book?

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43.

How many pages will Ryan have left after 7 days?

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45.

If 8 = Δ ÷ 9, what operation relates Δ and 8?

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46.

What value of Δ satisfies the equation 8 = Δ ÷ 9?

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47.

What is Δ if 8 = Δ ÷ 9?

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49.

If John's oranges are $x, what is his total cost equation?

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50.

How many crates of apples did John buy?

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51.

What is the importance of the crate cost per apples?

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53.

How many baseballs are given to the team?

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54.

What is the correct operation for calculating remaining baseballs?

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55.

How would you represent the store's remaining baseballs mathematically?

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57.

If a rectangle has dimensions of 7 by 4, what is its length?

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58.

What is the area of a rectangle with length 7 and width 4?

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59.

Why do we multiply length and width to find area?

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61.

If one side is 5 feet, what is the other side?

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62.

How do you find the length of a missing side?

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63.

What unit is the length measured in?

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65.

What are the dimensions of the garden?

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66.

How do you calculate area?

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67.

What is the unit for measuring area?

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69.

To find days Oscar can give treats, which equation helps?

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70.

What must Δ represent in Oscar's treats scenario?

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71.

If Oscar has 14 treats total, how does he distribute them daily?

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73.

If a rectangle has an area of 15 square units, what could be its dimensions?

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74.

What does the area of a rectangle represent?

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75.

For which dimensions will a rectangle have a perimeter of 16 units?

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77.

How do you calculate the area of the whole figure?

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78.

What does each cell in the grid represent?

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79.

Which operation combines two areas together?

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81.

If the perimeter is 30 feet, what is the total length of both sides?

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82.

What does 'p' represent in this rectangle?

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83.

If one side is 7 feet, how are the sides related?

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85.

What is the area of rectangle B?

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86.

Which dimension identifies a rectangle's width?

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87.

How do you calculate area of a rectangle?