Question
The figure below is cut into 6 equal slices. What fraction of the figure is shaded?
Hint:
Count the number of shaded and unshaded slices.
The correct answer is:
Step 1:
The given figures is cut in 6 equal slices.
Step 2:
4 slices are shaded. So the fractions of the figures that is shaded is .
Visualize and understand the problem.
Related Questions to study
Know what are equivalent fractions.
Know what are equivalent fractions.
Know what are equivalent fractions.
Know what are equivalent fractions.
Model the fraction 1 
Visualize and understand the problem. Count the shaded portions and get hints.
Model the fraction 1
Visualize and understand the problem. Count the shaded portions and get hints.
A strip is cut into 6 equal parts. Shade of this strip.
Visualize and understand the problem before solving.
A strip is cut into 6 equal parts. Shade of this strip.
Visualize and understand the problem before solving.
A strip is cut into 4 equal parts. Shade 
of this strip.
Visualize and try to understand the problem.
A strip is cut into 4 equal parts. Shade of this strip.
Visualize and try to understand the problem.
Identify the fraction equivalent to 
?
Know how to reduce fractions.
Identify the fraction equivalent to ?
Know how to reduce fractions.
Estimate the difference 
by replacing each fraction with 0,
,or 1.
Round off the fraction part of the mixed fraction to 
and add it to the non-fraction part of the mixed fraction.
Estimate the difference by replacing each fraction with 0,,or 1.
Round off the fraction part of the mixed fraction to and add it to the non-fraction part of the mixed fraction.
Estimate the difference 
by replacing each fraction with 0,,or 1.
Round off the fraction part of the mixed fraction to and add it to the whole number part of the mixed fraction.
Estimate the difference by replacing each fraction with 0,,or 1.
Round off the fraction part of the mixed fraction to and add it to the whole number part of the mixed fraction.
Estimate the sum of 
and 
by replacing each fraction with 0,, or 1.
Convert the fraction part of the mixed fraction to the nearest and add it to the whole number part of the mixed fraction.
Estimate the sum of and by replacing each fraction with 0,, or 1.
Convert the fraction part of the mixed fraction to the nearest and add it to the whole number part of the mixed fraction.
Estimate the sum of 
and 
by replacing each fraction with 0,, or 1.
Round off the fraction part of the mixed fraction to 0,1 or and add it with the whole number part of the mixed fraction.
Estimate the sum of and by replacing each fraction with 0,, or 1.
Round off the fraction part of the mixed fraction to 0,1 or and add it with the whole number part of the mixed fraction.
Estimate the difference of 
and 3 by replacing each fraction with 0,,or 1.
Round off the fraction part of the mixed fraction to the nearest integer and add it to the non fraction part of the mixed fraction.
Estimate the difference of and 3 by replacing each fraction with 0,,or 1.
Round off the fraction part of the mixed fraction to the nearest integer and add it to the non fraction part of the mixed fraction.
round to ___________.
Avoid making any errors while rounding off.
round to ___________.
Avoid making any errors while rounding off.
round to_____________.
Round off the fraction part of the mixed fraction to 
and add it with the non fraction part of the mixed fraction to get the result.
round to_____________.
Round off the fraction part of the mixed fraction to and add it with the non fraction part of the mixed fraction to get the result.
Identify the position of A on the number line? Write your answer as a fraction
Visualize the problem and then try to solve it.
Identify the position of A on the number line? Write your answer as a fraction
Visualize the problem and then try to solve it.
John wants to write 
as a sum of unit fractions. Identify the sum of unit fractions.
Apply trial and error method on all the option.
John wants to write as a sum of unit fractions. Identify the sum of unit fractions.
Apply trial and error method on all the option.
