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Svetach [21]
9 months ago
14

In a certain code,

World Languages
1 answer:
netineya [11]9 months ago
8 0

Answer:

\fbox{ WUH YNEM SIMOT}

Explanation:

This is a reasoning question where you have to find the pattern used in reference sentence and apply the same pattern in asked sentence.

The given reference sentence is,

<u>I WANT TO </u><u>BE</u><u> </u>which is written as O TNEW UT IB, in a certain code. If you would observe both the sentence then you can see all the given words are flipped.

for e.g. WANT is changed to TNEW

W was on the first position so it received last in certain code, T was on the last position so it received first position. This thing happened with the consonants that they were flipped without any change.

But there is a minor change was made with vowels they were shift to next vowels alphabetically.

The sequence of vowels alphabetically is

A,E,I,O,U if you would observe then every vowel is shifted like I to O, A to E in WANT to TNEW,O to U in TO to UT and E to I in BE to IB.

applying same pattern step-by-step in asked sentence,

Step 1- <em>Flip the sentence without changing any consonant,</em>

WOH YNAM SEMIT

Step 2- <em>Shift the vowel one digit</em> ( A→E, E→I, I→O,O→U)

WUH YNEM SIMOT

\sf \small  \pink{Thanks }\:   \green{for} \:   \blue{joining} \:   \orange{brainly } \:  \red{community}!

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Convert 237 into binary system​
Daniel [21]

Hey there,

I think I may have the answer you are looking for.

Your answer: 11101101

Here are step-by-step instructions on how to convert the decimal number 237 to a binary number.

Step A) Determine if 237 is an even or odd number. If it is even, you assign a 0 and if it is odd you assign a 1.

Step B) Deduct the 1 or 0 in step A from 237 and then divide it by 2. Then, you see if that number is even or odd and then assign a 0 or 1 like step A.

Step C) Repeat step B with the new number until the number you get is 1.

Step D) Put all the 0s and 1s you assigned in reverse order to get the answer.

To illustrate better, we detailed below how we converted 237 decimal to binary using the steps above.

237 → 1

(237 - 1)/2 = 118 → 0

(118 - 0)/2 = 59 → 1

(59 - 1)/2 = 29 → 1

(29 - 1)/2 = 14 → 0

(14 - 0)/2 = 7 → 1

(7 - 1)/2 = 3 → 1

(3 - 1)/2 = 1 → 1

Then you put the binary number above in reverse order and you get the answer: 11101101

I have spent a long time on this answer so please mark it.

Cheers, Jake :)

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