English-2
Grade-8
Easy

Question

Fill in the blank with suitable conjunction.
I won’t be coming _____ it rains.

  1. If
  2. As
  3. Else
  4. None of the above

hintHint:

Conjunctions are words that link other words, phrases, or clauses together. Try each of the options given and choose the most suitable one.

The correct answer is: If


    We are required to fill in the blank with a word that expresses "on the occasion that". Thus options b and c are eliminated and the correct answer is option a.

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    Since, we have derived an expression for volume of the cone as 1 third πr squared straight h. Then, calculate the volume of the cone using the given data.
    Given that:
    Radius of the data = 156 cm
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    Hence, The volume of the cone = 1 third πr squared straight h
    =fraction numerator 3.14 cross times 156 cross times 156 cross times 294 over denominator 3 end fraction
    =7488673.93 cm3.
    Therefore, Volume of the cone is 7488673.93 cubic centimeters.

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    Since, we have derived an expression for volume of the cone as 1 third πr squared straight h. Then, calculate the volume of the cone using the given data.
    Given that:
    Radius of the data = 156 cm
    Height of the cone = 294 cm
    Hence, The volume of the cone = 1 third πr squared straight h
    =fraction numerator 3.14 cross times 156 cross times 156 cross times 294 over denominator 3 end fraction
    =7488673.93 cm3.
    Therefore, Volume of the cone is 7488673.93 cubic centimeters.

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    Radius of the cone = 10.3 meters
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    Since, we have derived an expression for volume of a cone as 1 third πr squared straight h. Then, Calculate the volume of a cone using the given data.
    Given that:
    Radius of a cone = 2 meters
    Height of a cone = 5 meters
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    =fraction numerator 3.14 cross times 2 cross times 2 cross times 5 over denominator 3 end fraction
    =20.93333 meters3.
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    Since, we have derived an expression for volume of a cone as 1 third πr squared straight h. Then, Calculate the volume of a cone using the given data.
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    Height of a cone = 5 meters
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