Question

Anya saw her friend Maia at the park. They haven’t seen each other for some time. Anya: How are your 3 kids doing? Maia: They’re doing great, thanks! Anya: How old are they now? Maia: The product of their ages is 36. Anya: I still don’t know how old they are. Maia: The sum of their ages is the date of my birth. Anya: I still don’t know how old they are. Maia: The eldest one loves peanut butter. Anya: Now I know how old they are!

Answer 1

Step-by-step explanation:

The age of the three kids of Maia are 1 years old, 2 years old and 3 years respectively.

The product of the Kids ages are 36, so we can calculate in prime factors:-

1x^{2} X 2x^{2} X3x^{2} =36

The eldest one loves peanut butter is an oldest term to quote the calculation of the age of kids.

Answer 2

$\rule{300}3$

$\huge{\blue{\fbox{\bold{\red{UR\:QUESTION}}}}}$

$\huge {\mathbf {\purple {Q.}}}}$

$\rule{300}3$

$\huge{\blue{\fbox{\bold{\red{UR\:ANSWER}}}}}$ ✓

$\Large\underline\bold{GIVEN,}$

$\sf\underline\bold{A.T.Q.......i.e,..... according to the question}$

$\sf\dashrightarrow ages\:of\:three\:child\:will\:be\:one\:year\:old$

$\sf\dashrightarrow two\:year\:old$

$\sf\dashrightarrow three\:year\:old$

$\sf\therefore by \:prime\:factorisation,$

$\sf\implies (1x^2) \times (2x^2) \times (3x^2)$

$\sf\implies 1 \times 4 \times \times 9$

$\sf\implies 36$

$\sf{\fbox {age=36\:years}}}}$

.

$\rule{300}3$

$\tt\huge\red{\text{BE \:BRAINLY}}$

$\rule{300}3$