Question

your age is 10 when your brother born and your sister age is 5 and your mother age is 34 now your age is 36 what is your mother, sister and brother's .

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Answer 1

Step-by-step explanation:

$\bold \red g \bold \red i \bold \red v \bold \red e \bold \red n \bold \red = \bold \red > \\ \\ (when \: brother \: was \: born) \\ \\ my \: age \: = 10 \\ sister \: age \: = 5 \\ mother \: age \: = 34 \: \\ \\ \bold \pink n \bold \pink o \bold \pink w \bold \pink = \bold \pink > \\ \\ my \: age \: = 36 \: \\ \\ \bold \green t \bold \green o \: \: \bold \green f \bold \green i \bold \green n \bold \green d \bold \green = \bold \green > \\ \\ mother \: age \: = {?} \\ sister \: age = {?} \\ brother \: age \: = {?} \\ \\ \bold \blue s \bold \blue o \bold \blue l \bold \blue u \bold \blue t \bold \blue i \bold \blue o \bold \blue n \bold \blue = \bold \blue > \\ \\ let \: the \: brother \: age \: be \: x \: \\ \\ so \: my \: age \: = 10 \: + x \\ sister \: age \: = 5 + x \\ mother \: age \: = 34 + x \\ \\ according \: to \: question \\ \\ 10 + x = 36 \: \\ x = 36 - 10 \\ \bold \blue x = \bold \blue 2 \bold \blue 6(brother \: present \: age \: ) \\ \\ \: so \: sister\:present \: age = 10 + 5 = > 15 \: years \\ mother \: present \: age \: = 34 + 26 = > 60 \:years \\ brother \: present \: age \: = > 26 \: years \: \\ my \:present \: age = > 36 \: years \: \\ \\ \bold \green c \bold \green h \bold \green e \bold \green c \bold \green k \bold \green = \bold \green > \\ \\ = 10 + x \\ = 10 + 26 \\ = > 36 \: years \: \\ \\ so \: the \: answer \: is \: correct.$