ACT Math › Even / Odd Numbers
Solve:
This problem can be solved using common factors.
Rewrite using factors.
Solve:
This problem can be solved using common factors.
Rewrite using factors.
Solve:
Add the ones digits:
Since there is no tens digit to carry over, proceed to add the tens digits:
The answer is .
Divide:
Rewrite by using factors. Simplify until the answer cannot be reduced any further.
Solve:
Add the ones digits:
Since there is no tens digit to carry over, proceed to add the tens digits:
The answer is .
Divide:
Rewrite by using factors. Simplify until the answer cannot be reduced any further.
Divide:
Rewrite by using common factors. Reduce to the simplest form.
Solve for in the following equation:
There are two ways to approach this problem:
1. Use the rule that states that any two odd numbers multiplied together will yield another odd number.
Using this rule, only one answer is an odd number (29) which will yield another odd number (493) when multiplied by the given odd number (17).
2. Solve algebraically:
Solve for in the following equation:
There are two ways to approach this problem:
1. Use the rule that states that any two odd numbers multiplied together will yield another odd number.
Using this rule, only one answer is an odd number (29) which will yield another odd number (493) when multiplied by the given odd number (17).
2. Solve algebraically:
Divide:
Rewrite by using common factors. Reduce to the simplest form.