80 x 100
8,000
When multiplying 50 x 300, you first multiply the ___ ______ numbers, which are ____ and ___.
When multiplying 50 x 300, you first multiply the NON-ZERO numbers, which are 5 and 3.
Write the numerical expression for:
the difference of a number and 13
n-13
Explain how the digit 5 in the number 684.5 and 635.82 are different.
The digit 5 in 684.5 is one-tenth the value of the digt 5 in 635.82.
OR
The digit 5 in 635.82 is ten times the value of the digit 5 in 684.5.
A company took 23 employees on a trip across the country. Each plane ticket cost $321. What was the total cost of the trip?
23 x 321 = 7,383
30 x 102 =
3,000
The answer to a multiplication problem is called a(n) _______
product
Write the numerical expression for the following:
the product of 10 and 5 added to a number g
(10 x 5) + g
300 is one-tenth the value of ______.
3,000
A department store ordered 2,665 shirts. If the shirts are shipped in packages that hold 13 shirts each, how many packages of shirts will the store receive?
205 packages
What decimal number fits this model?
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
2.14
When you add all the products in a multiplication problem, you are adding the ________ products.
partial
Write the numerical expression of the following:
the sum of eighty-five and twelve
85 + 12
As you move to the left on this place value chart, you multiply the next digit to the left by what value?<img data-fr-image-pasted="true" 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
10
A local college is offering 17 science classes this semester. Each class has 235 open seats. How many total students can enroll in the class?
235 x 17 = 3,995
215 x 103 =
215,000
The acronym used to help you remember the order of operations you much follow when evaluating an expression and what it means.
PEMDAS
Parenthesis, exponents, multiplication or division, adddition or subtraction.
Write the algebraic expression of the following:
the quotient of 10 and a number p
10 ÷ p
What is the missing value in the equation?
________ x 10 = 7.32
0.732
If a company packages 120 pieces of candy per bag, how many bags will they need to package 7,200 pieces of candy?
60 (because 7,200 divided by 120 is equal to 60).
900 x 800
720,000
What are three methods you could use to find the product of 567 and 23?
567
x 23
———-
1691
1)Distributive property
2) Box-method
3) Partial product.
Write a numerical expression for the following
Seventeen decreased by the quotient of ten and two
17 - (10 ÷ 2)
29.8 is ten times as much as ________
2.98
There are 38 pumpkins in each patch. If there are 607 patches, how many pumpkins are in all?
607 x 38 = 23,066