Question

if 84×13=8,37×13=6,26×11=6than56×22=?

Answer 1

the answer is 7

how....
it's here...
(8+4)-(1+3)=12-4=8

all are following this type of series ...

you can check yourself also..

I hope it had help you...

pls mark it as brainliest... ^_^

Answer 2

Final Answer:

If the coding is given as $84\times 13=8,\;37\times 13=6,\;26\times 11=6$ then, the coding for $56\times 22$ is equal to 7.

Given:

The coding is given as $84\times 13=8,\;37\times 13=6,\;26\times 11=6$

To Find:

The coding for $56\times 22$, while the coding is written as $84\times 13=8,\;37\times 13=6,\;26\times 11=6$ .

Explanation:

The following points are essential.

• In every coding technique, there exist specific rules for representing the commonly used alphabets and numerics.
• A few examples can be analyzed to get into the underlying rule for any particular coding technique.

Step 1 of 2

From the statement in the given problem, deduce the following.

• The coding for the expression $84\times 13=8$ is $84\times 13 \equiv (8+4)- (1+3)=12-4=8$
• The coding for the expression $37\times 13=6$ is $37\times 13=6\equiv (3+7)-(1+3)=10-4=6$..
• The coding for the expression $26\times 11=6$ is $26\times 11=6\equiv (2+6)-(1+1)=8-2=6$.

Step 2 of 2

Now, from the above calculations, write the following.

• The coding for the expression $56\times 22$ is $56\times 22\equiv (5+6)-(2+2)=11-4=7$.

Therefore, the required coding for $56\times 22$ is $56\times 22=7$, while the coding is written as $84\times 13=8,\;37\times 13=6,\;26\times 11=6$.

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https://brainly.in/question/1581241

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