Study the following pattern and write the next steps for given pattern:1×9+2=1112×9+3=111123×9+4=11111234×9+5=11111___+____=__________+____=_______
In the pattern, we observe:123.....n×9+(n+1)=111....upto(n+1)thplaceSothenextstepwillbewrittenas:12345×9+6=111111Similarlythenextstepis:123456×9+7=1111111Hence the next two steps are:
12345×9+6=111111123456×9+7=1111111
Study the pattern and write the next two steps:
1×8+1=912×8+2=98123×8+3=9871234×8+4=987612345×8+5=98765
Observe the following patterns, then find the sum of 1+3+5+........11
1=1×1=11+3=2×2=41+3+5=3×3=9
Study the following pattern and write the next two steps for pattern:9×9+7=889×98+6=8889×987+5=88889×9876+4=88888___×____+_____=________×____+_____=_____
Study the following pattern and write the next three steps.
1234567×9+7=11111110123456×9+6=111111012345×9+5=111110
1234567x9+7=11111110123456x9+6=111111012345x9+5=111110