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For a given input value r, the function h outputs a value q to satisfy the following equation q-10=6(r+1) write a formula for h(r) in terms of r

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Answer:

The required formula is

[tex]h(r) = 6(r + 1) + 10[/tex]

Step-by-step explanation:

The given equation is

[tex]q - 10 = 6(r + 1)[/tex]

We solve for q to get:

[tex]q = 6(r + 1) + 10[/tex]

For a given input value r, the function h outputs a value q , this implies that;

[tex]h(r) = q[/tex]

Therefore by substitution,

[tex]h(r) = 6(r + 1) + 10[/tex]

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