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Mutua has P sweets while Kioko has 9 thore sweets than Mutua, They both have a total of 57 sweets. Form an equation to represent this information.

Mutua has P sweets while Kioko has 99 thore sweets than Mutua, They both have a total of 5757 sweets. Form an equation to represent this information.

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Write and solve direct variation equationsright chevron icon

Full solution

Q. Mutua has P sweets while Kioko has 99 thore sweets than Mutua, They both have a total of 5757 sweets. Form an equation to represent this information.
  1. Define Variables: Let PP be the number of sweets Mutua has. Kioko has P+9P + 9 sweets. Together, they have 5757 sweets.
  2. Combine Like Terms: Simplify the equation by combining like terms.
  3. Isolate Term: Subtract 99 from both sides to isolate the term with PP.
  4. Solve for P: Divide both sides by 22 to solve for PP.

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