Puan Anis menyimpan sebuah wang dalam akaun simpanan di sebuah bank Islam, (c) Pengikut prinsip wadiah selama satu tahun. Pada akhir tahun itu, dia menerima sebanyak RM56 200 sebagai pulangan daripada simpanan tersebut. Jika peritus hibah yang diperoleh Puan Anis ialah \( 3.8 \% \), hitung jumlah wang yang disimpan oleh Puan Anis. Puan Anis saved an amount of money in a savings account in an Islamic bank, according to the principle of wadiah for one year. By the end of the year, she received a sum of RM56 200 as a return from the savings. If the percentage of hibah obtained by Puan Anis is 3.8\%, calculate the amount of money saved by Puan Anis. Jawapan/Answer:

Solve the inequality (algebraically). \( \frac{(x-9)(x+9)}{x}<0 \) A. \( (-\infty,-9) \cup(9, \infty) \) B. \( [-9,0) \cup[9, \infty) \) C. \( [-9,0) \cup(0,9] \) D. \( (-\infty,-9) \cup(0,9) \)

Find the mean, range, and median of the values: \( 12,4,-2,0,9,-2,1,7,8,2 \). Recall that the range is calculated by finding the difference between th largest and smallest data values. Homework Help

Adam and Eve invested in a business in the ratio \( 5: 7 \). If Eve invested \( \$ 63000 \), how much did Adam invest?

Cuál de los siguientes es el conjunto \( X \backslash Y \) ?

The differential equation below models the temperature of a \( 95^{\circ} \mathrm{C} \) cup of coffee in a \( 21^{\circ} \mathrm{C} \) room, where it is known that the coffee cools at a rate of \( 1^{\circ} \mathrm{C} \) per minut temperature of the cup of coffee in \( { }^{\circ} \mathrm{C} \) and let \( t \) be the time in minutes, with \( t=0 \) corresponding to the time when the temperature was \( 95^{\circ} \mathrm{C} \).) \[ \frac{d y}{d t}=-\frac{1}{50}(y-21) \] Need Help? Rasit Mastern