div(A×B)=B(curlA)
-A(curlB)
Answers
Explanation:
Step 1: Draw segment AB of length 7.6 cm using a ruler.
Step 2: Draw a ray AC having an acute angle with line AB.
Step 3: Mark 13 equidistant points on ray AC, A
1
,A
2
,A
3
,...,A
13
Step 1: Draw segment AB of length 7.6 cm using a ruler.
Step 2: Draw a ray AC having an acute angle with line AB.
Step 3: Mark 13 equidistant points on ray AC, A
1
,A
2
,A
3
,...,A
13
Step 4: Join A
13
to B
Step 5: Draw A
5
Step 1: Draw segment AB of length 7.6 cm using a ruler.
Step 2: Draw a ray AC having an acute angle with line AB.
Step 3: Mark 13 equidistant points on ray AC, A
1
,A
2
,A
3
,...,A
13
Step 4: Join A
13
Step 1: Draw segment AB of length 7.6 cm using a ruler.
Step 2: Draw a ray AC having an acute angle with line AB.
Step 3: Mark 13 equidistant points on ray AC, A
1
,A
2
,A
3
,...,A
13
Step 4: Join A
13
to B
Step 5: Draw A
5
P parallel to A
13
B.
Point P divides AB in the ratio 5:8. Measuring the lengths, we get AP=2.9 cm and PB=4.7 cm.
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to B
Step 5: Draw A
5
P parallel to A
13
B.
Step 1: Draw segment AB of length 7.6 cm using a ruler.
Step 2: Draw a ray AC having an acute angle with line AB.
Step 3: Mark 13 equidistant points on ray AC, A
1
,A
2
,A
3
,...,A
13
Step 4: Join A
13
to B
Step 5: Draw A
5
P parallel to A
13
B.
Point P divides AB in the ratio 5:8. Measjuuuring the lengths, we get AP=2.9 cm and PB=4.7 cm.
solution
Point P divides AB in the ratio 5:8. Measuring the lengths, we get AP=2.9 cm and PB=4.7 cm.
solution
P parallel to A
13
B.
Point P divides AB in the ratio 5:8. Measuring the lengths, we get AP=2.9 cm and PB=4.7 cm.
solution
Step 4: Join A
13
to B
Step 5: Draw A
5
P parallel to A
13
B.
Point P divides AB in the ratio 5:8. Measuring the lengths, we get AP=2.9 cm and PB=4.7 cm.
solution