Which group contains numbers that are smaller in value than 87?
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Which group contains numbers that are smaller in value than 87?
To solve this problem, we'll follow these steps:
Step 1: Review the groups of numbers provided in the answer choices.
Step 2: Compare each number in the groups with the value of 87.
Step 3: Identify which group contains only numbers that are all less than 87.
Let's carry out these steps:
Step 1: Review the possible answer choices:
Choice 1:
Choice 2:
Choice 3:
Choice 4:
Step 2: Compare each number in each choice to the number 87:
Choice 1:
-
-
-
-
-
Choice 1 satisfies the condition as all numbers are less than 87.
Choice 2:
- is not less than 87.
Choice 3:
- is not less than 87.
Choice 4:
- is not less than 87.
Thus, only Choice 1 contains numbers that are all less than 87.
Therefore, the solution to the problem is .
Which group contains numbers that are smaller in value than 87?
Yes! Even if you find one number that's too big, keep checking to understand why each group is wrong. This helps you recognize patterns and avoid mistakes.
Numbers equal to 87 don't count as smaller than 87. The question asks for numbers that are strictly less than 87, so 87 itself doesn't qualify.
You can quickly scan for obvious large numbers like 99 or 90 first, but always double-check by going through each number systematically to be sure.
Think about it step by step: 77 is 10 less than 87 (since 77 + 10 = 87). You can also use a number line to visualize which number comes first.
Absolutely! The numbers can be very different sizes (like 2 and 77), as long as they're all smaller than 87. Size variety doesn't matter, only the comparison to 87.
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