Question 15 Marks
Find the area of these leaves, if $1$ square on the graph paper represents $1 \ cm^2$

$1.$ The area of leaf $1$
$2.$ The area of leaf $2$
$3.$ The area of leaf $3$
$4.$ The area of leaf $4$
$5.$ The area of leaf $5$

$1.$ The area of leaf $1$
$2.$ The area of leaf $2$
$3.$ The area of leaf $3$
$4.$ The area of leaf $4$
$5.$ The area of leaf $5$
Answer
View full question & answer→$1.$ The area of leaf $1$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 3 \ cm ^2+5 \ cm ^2$
$=\ 3 \ cm ^2+5 \ cm ^2=8 \ cm ^2$
$2.$ The area of leaf $2$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 3 \ cm ^2+6 \ cm ^2$
$=\ 3 \ cm ^2+6 \ cm ^2=9 \ cm ^2$
$3.$ The area of leaf $3$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 8 \ cm ^2+8 \ cm ^2$
$=\ 8 \ cm ^2+8 \ cm ^2=16 \ cm ^2$
$4.$ The area of leaf $4$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 6 \ cm ^2+8 \ cm ^2$
$=\ 6 \ cm ^2+8 \ cm ^2=14 \ cm ^2$
$5.$ The area of leaf $5$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 6 \ cm ^2+9 \ cm ^2$
$=\ 6 \ cm ^2+9 \ cm ^2=15 \ cm ^2$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 3 \ cm ^2+5 \ cm ^2$
$=\ 3 \ cm ^2+5 \ cm ^2=8 \ cm ^2$
$2.$ The area of leaf $2$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 3 \ cm ^2+6 \ cm ^2$
$=\ 3 \ cm ^2+6 \ cm ^2=9 \ cm ^2$
$3.$ The area of leaf $3$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 8 \ cm ^2+8 \ cm ^2$
$=\ 8 \ cm ^2+8 \ cm ^2=16 \ cm ^2$
$4.$ The area of leaf $4$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 6 \ cm ^2+8 \ cm ^2$
$=\ 6 \ cm ^2+8 \ cm ^2=14 \ cm ^2$
$5.$ The area of leaf $5$
$= \ ($Number of complete squares$) \ cm ^2+ \ ($Number of half or more than half squares$) \ cm ^2$
$=\ 6 \ cm ^2+9 \ cm ^2$
$=\ 6 \ cm ^2+9 \ cm ^2=15 \ cm ^2$
