OR:
<u> 0.0 6 1 7 2 5 9 2 3 4 5 6 7 9 0 1 2 </u>
2 5.0 0 :4 0 5
- <u>2 4 3 0 </u>
7 0 0
- <u>4 0 5 </u>
2 9 5 0
- <u>2 8 3 5 </u>
1 1 5 0
- <u>9 1 0 </u>
2 4 0 0
- <u>2 0 2 5 </u>
3 7 5 0
- <u>3 6 4 5 </u>
1 0 5 0
- <u> 9 1 0 </u>
1 4 0 0
- <u>1 2 1 5 </u>
1 8 5 0
- <u>1 6 2 0 </u>
2 3 0 0
- <u>2 0 2 5 </u>
2 7 5 0
- <u> 2 4 3 0 </u><u>
</u> 3 2 0 0 <u>
</u> - <u>2 8 3 5 </u>
3 6 5 0
- <u>3 6 4 5 </u>
5 0 0 <u>
</u> - <u> 4 0 5 </u>
9 5 0
- <u>8 1 0</u>
1 4 0 We've got the same difference before. That means numbers will be repeated.
So:
25:405 = 0.0 6 1 7 2 5 9 2 (3 4 5 6 7 9 0 1 2)
Answer:
Side AB is <em>10 cm</em>.
Step-by-step explanation:
The given quadrilaterals <em>ABCD</em> and <em>EFGH </em>are similar.
From the given figure, we can observe the following angles and sides are corresponding.
Ratio of corresponding sides will be equal:
AB:EF = BC: FG = CD:GH = DA:HE
We have to find the side AB.
Given the sides
EF = 5 cm
BC = 9 cm
DA = 8 cm
EH = 4 cm
So, ratio DA:EH = 8:4 = 2:1
We know that ratio of corresponding sides will be same:
AB:EF = DA:EH
So, side <em>AB</em> is 10 cm.
Answer is A, Three months, 1/4