Question

7 bees 5 cockroaches 8 spiders 4 deer 4 boars how many legs are there in total

Answer 1

First: bees have 6 legs
Second: cockroaches have 8 legs
Third: spiders have 8 legs
Fourth: deer have 4
Fifth: boars have 4

So you multiply the legs with the amount of bugs/animals you have.

Bees: 7*6 (legs)=42
Cockroach: 5*8=40
Spiders: 8*8=64
Deer:4*4=16
Boar:4*4=16

Total: 178 legs all together.

Answer 2

There are total 168 legs.

Given, 7 bees 5 cockroaches 8 spiders 4 deer 4 boars.

We have to calculate the total number of legs.

Since, 1 bees has 6 legs, so 7 bees has in total $(7\times 6=42)$ legs.

1 cockroach has also 6 legs, so 5 cockroach has in total of $(6\times 5=30)$ legs.

1 spider has 8 legs so 8 spider has in total of $(8\times 8=64)$ legs.

1 deer has 4 legs so 4 deer has in total of 16 legs.

1 boar has 4 legs so 4 boars has in total of 16 legs.

Hence the total number of legs the above animal has will be,

$42+30+64+16+16=168$ legs.

Therefore, There are total 168 legs.

For more details on unitary method follow the link:

https://brainly.com/question/12116123