Solve for $$ h $$ $$ \frac{h}{3}-13=-9.02 $$ $$ h=\square $$

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$$ h = 11.94 $$ To solve for $$ h $$ in the equation $$ \frac{h}{3} - 13 = -9.02, $$ we first isolate the term with $$ h $$. We can do this by adding 13 to both sides of the equation: $$ \frac{h}{3} = -9.02 + 13. $$ Calculating the right side: $$ -9.02 + 13 = 3.98. $$ Now we have: $$ \frac{h}{3} = 3.98. $$ Next, we eliminate the fraction by multiplying both sides by 3: $$ h = 3 \times 3.98. $$ Calculating the right side: $$ h = 11.94. $$ Thus, the solution is $$ h = 11.94. $$

Solve for \( h \) \( \frac{h}{3}-13=-9.02 \) \( h=\square \)

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Solve for \( h \) \( \frac{h}{3}-13=-9.02 \) \( h=\square \)

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