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Read the following description of a relationship:\newlineEach crate of ceramic tiles has 1414 more hexagonal tiles than square tiles.\newlineLet ss represent the number of square tiles in a crate and hh represent the number of hexagonal tiles in the same crate.\newline\newlineFind the value of hh when s=6s = 6.\newlineh=h = ____

Full solution

Q. Read the following description of a relationship:\newlineEach crate of ceramic tiles has 1414 more hexagonal tiles than square tiles.\newlineLet ss represent the number of square tiles in a crate and hh represent the number of hexagonal tiles in the same crate.\newline\newlineFind the value of hh when s=6s = 6.\newlineh=h = ____
  1. Understand Relationship: Step 11: Understand the relationship between square and hexagonal tiles.\newlineThe problem states that each crate has 1414 more hexagonal tiles than square tiles. The relationship can be expressed as:\newlineh=s+14h = s + 14
  2. Substitute Given Value: Step 22: Substitute the given value of ss into the equation.\newlineWe know s=6s = 6, so substitute 66 for ss in the equation:\newlineh=6+14h = 6 + 14
  3. Perform Addition: Step 33: Perform the addition to find hh.\newlineh=20h = 20

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