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WAG NA SANANG MADEPRESS

Total questions: 25

Worksheet time: 25mins

Name
Class
Date
1.

Marlou goes 59 km north, then 39 km east, then 35 km south, then 109 km west and finally 43√2 km northwest. How far is he now from his original position?

(a)  

2.

Use hexadecimal number system (base 16) to represent quaternary number 1111222(base4).

(a)  

3.

Find the average of the following number sequence: 258,161,56,265,168,63,272,175,70,…,2106,2009,1904,2113,2016,1911.

(a)  

4.

30th September 2024 is Monday. Which day of the week will 26th October 2033 be?

(a)  

5.



(a)  

6.

Factorize 𝑥^2 − 12𝑥 − 16𝑦^2 −48𝑦.

(a)  

7.

If 𝑚 and 𝑛 are the distinct roots of 𝑥^2 − 11𝑥 + 36 = 0, find the value of 𝑚^3 + 𝑛^3.

(a)  

8.



(a)  

9.

Solve the equation log(base5) (𝑥^2 + 72) + log(base5) 25 − 2log(base5) 𝑥 = 3. (Answer in simplest surd form)

(a)  

10.

. Given that 𝑥 is a 3-digit number, find the smallest possible value of 𝑥 such that 𝑥 = 27√x-162

(a)  

11.



(a)  

12.



(a)  

13.



(a)  

14.



(a)  

15.



(a)  

16.



(a)  

17.



(a)  

18.

Given straight line 𝐿 passes through 𝐴(−21,17) and the slope of 𝐿 is 3/7 , find the 𝑦-intercept of 𝐿.

(a)  

19.

In ∆𝐴𝐵𝐶,𝐴𝐵=24,𝐴𝐶=45, and 𝐵𝐶=51. Find the value of cos𝐵/cos𝐶 .

(a)  

20.

The side lengths of a triangle are 26, 31, and 41. Find the area of this triangle. (Answer in terms of

simplest surd form)

(a)  

21.

Determine the number of positive integer(s) 𝑥 such that 𝑥^2<41𝑥−238.

(a)  

22.



(a)  

23.

Miranda randomly picks 7 balls from the bag containing 4 red, 5 green and 6 yellow balls without

replacement. What is the probability that at least 3 of the balls drawn are red?

(a)  

24.

Find the number of different way(s) of arranging 5 identical red balls and 9 identical white balls in a row.

(a)  

25.

If 𝑥 and 𝑦 are positive integers such that 11𝑥 + 14𝑦 = 1259, find the maximum value of 𝑥 − 𝑦.

(a)