Maths-
General
Easy
Question
Number of rectangles in fig. shown which are not squares is
![](data:image/png;base64,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)
- 159
- 160
- 161
- None
The correct answer is: 160
Total number of rectangles
No.of squares
No. of squares
Number of squares ![equals 24 plus 15 plus 8 plus 3 equals 50](data:image/png;base64,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)
![not stretchy downwards arrow](data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAAwAAAANCAYAAACdKY9CAAAACXBIWXMAAA7EAAAOxAGVKw4bAAAABGJhU0UAAAAMyZLetQAAAEZJREFUeNpjYMAO/jOQCEY14AK1QLwciNWgGlSg/FpcGkAKPgHxJaiGC1C+Gj5bIqGKYTiSGKfNhiqeTayHOYB4DZSmHAAAXiMV+veq7JcAAABhdEVYdE1hdGhNTAA8bWF0aCB4bWxucz0iaHR0cDovL3d3dy53My5vcmcvMTk5OC9NYXRoL01hdGhNTCI+PG1vIHN0cmV0Y2h5PSJmYWxzZSI+JiN4MjE5Mzs8L21vPjwvbWF0aD4gPe9tAAAAAElFTkSuQmCC)
![open parentheses table attributes columnalign left columnspacing 1em end attributes row cell 1 cross times 1 end cell row cell text area end text end cell end table close parentheses open parentheses table attributes columnalign left columnspacing 1em end attributes row cell 2 cross times 2 end cell row cell text area end text end cell end table close parentheses open parentheses table attributes columnalign left columnspacing 1em end attributes row cell 3 cross times 3 end cell row cell text area end text end cell end table close parentheses open parentheses table attributes columnalign left columnspacing 1em end attributes row cell 4 cross times 4 end cell row cell text area end text end cell end table close parentheses](data:image/png;base64,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)
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If
for
, then ![f to the power of straight prime left parenthesis 0 right parenthesis equals](data:image/png;base64,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)
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for
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The largest value of r satisfying inequality 20Cr
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A double decker bus can accommodate (u +
) passengers, u in the upper deck and
in the lower deck. The number of ways in which the (u +
) passengers can be distributed in the two decks, if r (
) particular passengers refuse to go in the upper deck and S(
u) refuse to sit in the lower deck, is -
A double decker bus can accommodate (u +
) passengers, u in the upper deck and
in the lower deck. The number of ways in which the (u +
) passengers can be distributed in the two decks, if r (
) particular passengers refuse to go in the upper deck and S(
u) refuse to sit in the lower deck, is -
maths-General
maths-
Domain of f(x) = log10(log10(1 + x3)) is -
Domain of f(x) = log10(log10(1 + x3)) is -
maths-General
chemistry-
The correct orders about compounds I and II are:
i) 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)
ii) 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)
The correct orders about compounds I and II are:
i) ![](data:image/png;base64,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)
ii) 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)
chemistry-General
chemistry-
Which of the following is correct method for separating a mixture of following compounds?
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)
Which of the following is correct method for separating a mixture of following compounds?
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)
chemistry-General