Height of Anshul and Dhruv are 1.04 m and 78cm respectively. Divide 35 sweets between them in the ratio of their height. [HINT. Height of Anshul:Height of Dhruv = 104/78=4/3=4:3.) old answer me
Answers
Answer:
the ratio of their heights = 104/78 = 4:3
total sweets = 35
sweets received by anshul= 4/7* 35
= 20
sweets received by dhruv = 3/7* 35
= 15
hope it helps
plss mark as brainliest
Answer:
20:15
Step-by-step explanation:
Height of Anshul is 1.04 m.
1m=100cm
1.04m=1.04×100
=104cm
Height of Anshul in cm is 104 cm
Height of Dhruv is 78 cm.
Here, the ratio of their height is equal to the height of Anshul to height of Dhruv,
=
78
104
=
3
4
Since 35 sweets are decided in the ratio of their height.
Let the ratio is equal to x
Then the number of sweets Anshul have is 4x.
And the number of sweets Dhruv have is 3x.
Then according to the information given
4x+3x=35
7x=35
x=5
Hence, number of sweets Anshul will have is 4×5=20 and Dhruv will have 3×5=15.
Pls mark me as Brainlist