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Saxon Math is a teaching method for incremental learning of mathematics that was developed by John Saxon in the 1980s. This method involves a new mathematical concept every day and constantly reviewing old concepts. Saxon Math is not actually a program which can be handed to a child to work independently, but it’s like a lot of traditional textbooks.

Recently, there are a number of education institutes providing the Saxon Math course. And, a lot of students are looking for the answer keys for each Saxon Math course. Fortunately, there are many sites that provide the Saxon Math course 1 answer keys. If you’re also looking for the answers, let’s see our post below!

Here’s a list of Saxon Math Course 1 Answer Keys!

We got the answer keys for Saxon Math Course 1 from Quizlet that you can access here. Quizlet provides the Saxon Math Course 1 from Chapter 1 – Chapter 12. Each Chapter contains 10 lessons that are also divided into some practice.

We can only show you Saxon Math Answer Keys Chapter 1 for lesson 1 to lesson 10. We will show you three questions and  answer keys for each lesson. So, here are they:

Lesson 1

1. Determine the sum of the given numbers: 25 + 40 =

1. Determine the number of people Johny counted: 137 + 89 + 9 =

1. Determine the difference between the two numbers: 387 – 93=

Lesson 2

1. Determine the sum of the given numbers: 7 x 11 =

1. Determine the difference between the two numbers: 97 – 79 =

1. Determine the sum of the given numbers: 170 + 130 =

Lesson 3

1. Determine the product  of the given factors: 25 x 12=

1. Determine the sum of the given numbers: 25 + 12

1. Determine the difference between the two numbers: 25 – 12=

Lesson 4

1. There are 12 pieces in one dozen, therefore five dozen carrot sticks is equal to 60 pieces of carrot sticks. There are 15 children to receive the carrot sticks. Then, determine the number of carrot sticks each child will receive.

60 carrot sticks : 15 child = 4 carrot sticks

1. Determine the number of pennies each pile has. Divide the total number of pennies by the number of piles.

100 pennies : 4 piles = 25 pennies

Answer: Each pile has 25 pennies.

1. Determine the number of stacks will be formed.

100 stacks : 5 pennies = 20 stacks

Answer: There will be 20 stacks of 5 pennies.

Lesson 5

1. Determine total cost of the snacks: \$1.25 + \$0.60 =

1. Determine the total kilograms of food the elephant ate: 82 + 8 + 12 =

1. Determine the difference between the two numbers: 110 – 25 =

Lesson 6

1. Divide 540 into two equal parts and find the value in one of the parts. 540 : 2=

1. Divide 540 into three equal parts and find the value in one of the parts. 540 : 3=

1. Determine the number of miles the Richmonds have.

346 + 417 + 289 + 360 = 1,412 miles

Lesson 7

1. Determine the total amount earned. \$0.25 x 100 =

1. Determine the number of days left after April 1. 365 – 91 =

1. Write an expression for the given problem. 1,890 – (596 + 612) =

Lesson 8

1. Determine the total number of chairs in the auditorium. 25 x 18 =

1. Determine the difference between the cans of food collected this year and the cans of foods collected last year. Subtract the number of cans of food collected last year from the cans of food collected this year. 1750 – 765=

1. Determine the number of basketball teams formed with the number of players who signed up for the tournament.

140 : 5 =

Lesson 9

1. Determine the number of books each stack has.

144 : 8 =

1. Determine the difference between the two years.

1603 – 1492 =

1. Determine the number of trips it will take for Martin to carry all the bags from the car.

9 : 1 = 4

It will take him 5 trips. This is because after 4 trips he still has 1 bag to carry, making it a total of trips.

Lesson 10

1. The sequence is an additional sequence. The rule for the sequence is that in order to determine the next team, add 8 to each term.

The next three terms would be:

32 + 8 = 40

40 + 8 = 48

48 + 8 = 56

1. Determine the number of years between 1776 and 1620.

1776 – 1620 =

1. Even numbers are numbers which means count by twos. Even numbers include 0, 2, 4, 6, 06 8. Any whole number can be considered an even number if the value in the ones places is any of them. The value in one place of 1,492 is 2. Therefore, 1,492 is an even number.