Question 2: Quadratic Function
Given the equation x^2-8x+5=(x+m)^2+n, where m and n are constants. Find the value of m and n.
Given the equation x^2-8x+5=(x+m)^2+n, where m and n are constants. Find the value of m and n.
Question 4: System of Equations
(a) To make a new flavoured ice cream 🍨, a staff need to mix x kg of mangoes 🥭 with y kg of kiwi 🥝 fruits and the mixture needs to satisfy the following equations:
x+y=13
x-y=24/x
i) Solve the simultaneous equations above to find out the values of x and y. [ 4 marks]
ii) Which solution is not practical? Give your reason. [2m]
(b) Explain the type of solution that can be obtained in solving a system of equations. [2m]
(a) To make a new flavoured ice cream 🍨, a staff need to mix x kg of mangoes 🥭 with y kg of kiwi 🥝 fruits and the mixture needs to satisfy the following equations:
x+y=13
x-y=24/x
i) Solve the simultaneous equations above to find out the values of x and y. [ 4 marks]
ii) Which solution is not practical? Give your reason. [2m]
(b) Explain the type of solution that can be obtained in solving a system of equations. [2m]
No matter how long fence or wall U have, the ratio between width and length, always will be same...for this type of question..
❤1
Question 6: Progression
A rectangle has length x cm and width y cm. The rectangle is redrawn such that the length and the width of the subsequent rectangle is one fourth the preceding one. The process is repeated several times.
(a) Show that the areas of the rectangle drawn form a geometric progression. (4m)
(b) Given x=45cm, y=45cm,
i) determine the first rectangle that has an area of less than 30cm^2,
ii) find the sum to infinity of the areas of the rectangle in this process.
(6m)
A rectangle has length x cm and width y cm. The rectangle is redrawn such that the length and the width of the subsequent rectangle is one fourth the preceding one. The process is repeated several times.
(a) Show that the areas of the rectangle drawn form a geometric progression. (4m)
(b) Given x=45cm, y=45cm,
i) determine the first rectangle that has an area of less than 30cm^2,
ii) find the sum to infinity of the areas of the rectangle in this process.
(6m)
Question 8: Coordinate Geometry
y=ab^x, M(1,5), N(3,625)
log5y against x. State M and N coordinate and find a and b. (7m)
y=ab^x, M(1,5), N(3,625)
log5y against x. State M and N coordinate and find a and b. (7m)
Hey everyone 😊
If you have time, please try the questions I posted earlier. ✍️
Don’t rush to see the answers — attempt them first on paper and see how far you can go.
It’s okay if you make mistakes! That’s part of learning 💛
Let’s try to understand and master the questions together 💪🔥
If you’re stuck, just ask — we discuss it together.
If you have time, please try the questions I posted earlier. ✍️
Don’t rush to see the answers — attempt them first on paper and see how far you can go.
It’s okay if you make mistakes! That’s part of learning 💛
Let’s try to understand and master the questions together 💪🔥
If you’re stuck, just ask — we discuss it together.
❤7
1 Addmath Question A Day
F4C5 Progressions
anyone doing a little late night studying? try this Q! don’t sleep too late though… esok sekolah…
F4C5 Progressions
anyone doing a little late night studying? try this Q! don’t sleep too late though… esok sekolah…
Forwarded from Cikgu Farhan Math 🇵🇸 #cikgufa
Apa tindakan kita hari ini akan menentukan siapa kita pada masa akan datang.
Jadi, fikirlah yang baik², cakaplah yang baik² dan buatlah tindakan yang terbaik. Semoga masa depan kita jadi baik. Okayy?! 😊
@cikgufarhanmath
Jadi, fikirlah yang baik², cakaplah yang baik² dan buatlah tindakan yang terbaik. Semoga masa depan kita jadi baik. Okayy?! 😊
@cikgufarhanmath
❤6