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Write four such numbers in which the digit in the tens place is 5 and all the other digits are different
Mathematics
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Step-by-step solution
8 stepsHere are the solutions for the questions visible in the image.
Part 1
The instructions for the numbers (iii) 27,544, (iv) 35,453, and (v) 23,345 are not visible in the image, so this question cannot be solved.
Part 2· 5 steps
Fill in the missing numbers in the sequences.
- Sequence 1:
The numbers are increasing by 1.
$$ 29,992, \boxed{29,993}, \boxed{29,994}, 29,995 $$- Sequence 2:
The numbers are increasing by 1.
$$ 29,900, \boxed{29,901}, \boxed{29,902}, 29,903 $$- Sequence 3:
The numbers are increasing by 1.
$$ 56,764, 56,765, \boxed{56,766}, 56,767, 56,768 $$- Sequence 4:
The numbers are increasing by 1.
$$ 40,000, 40,001, 40,002, \boxed{40,003}, 40,004 $$- Sequence 5:
The numbers are decreasing by 1.
$$ 30,009, 30,008, \boxed{30,007}, 30,006, 30,005 $$
Part 3· 3 steps
Write numbers as directed.
- a) Write four numbers greater than 9504.
Choose four numbers that are larger than 9504.
$$ \boxed{9505, 9506, 9507, 9508} $$- b) Write four such numbers in which the digit in the tens place is 5 and all the other digits are different.
Construct four numbers where the tens digit is 5 and all digits are unique.
$$ \boxed{1250, 3451, 6752, 8953} $$- c) Write four numbers with 6 on hundreds place and number greater than 2500.
Construct four numbers where the hundreds digit is 6 and the number is greater than 2500.
$$ \boxed{2600, 3610, 4620, 5630} $$
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