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TEST  1
1. Evaluate
the following giving your answer in standard
form.
form.
846.7
x 10^{30}
5 x 10^{60}
2. Find
the equation of the line having a slope of 3/8 and
passing through (14, 3)
passing through (14, 3)
3. Factorize x^{2} + 9x +18
4. If n(AuB)=430 , n(B)= 310 and n(AnB)=80, find n(A).
5. If log_{5}(2x + 87)=3; find x
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TEST  2
1. Find the equation of a line that pass through
(7, 10) and (4, 6).
2. Find the sum of the 1st 26 terms of the following
arithmetic progression: 4+6+8+…………………
arithmetic progression: 4+6+8+…………………
3. The masses of 10 water melons in kilogrammes
were recorded as follows:
8, 4, 3, 6, 7, 9, 5, 2, 1, and 1.
Calculate the median of these data.
were recorded as follows:
8, 4, 3, 6, 7, 9, 5, 2, 1, and 1.
Calculate the median of these data.
4. Nurbhai deposited the amount of 18,000/= in a bank
for 8 years and got a profit of 8000/=. Find the
interest rate.
for 8 years and got a profit of 8000/=. Find the
interest rate.
5. The
probability that Simba will beat Yanga in the
national league is ^{11}/19. Find the probability
that it won’t be able to do so.
national league is ^{11}/19. Find the probability
that it won’t be able to do so.
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TEST3
1. If Log_{9}(2x + 1)=2; find x
2. If F(x) = 3x  6; Find F^{1}(14).
3. Evaluate Log_{5}(125 x 625).
4. Distribution
of Spanish test marks was given as
hereunder.
hereunder.
Length(mm)

15  19

20 24

25  29

30  34

35  39

40  44

45  49

Frequency

4

5

9

12

7

5

3

Calculate the median.
5. If F(x) = log_{2}x,
Find F(^{1}/_{128}).
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TEST 4
1. Find the equation of the line having a slope of 5/8 and
passing through (9, 6)
2. 2x – 8 ≤ x + 5 ≤ 6x; Find x.
3. Evaluate 790^{2} – 690^{2}
4. if M = FX^{2 }make X the subject of the formula.
5. Viral invested a certain amount of money in a bank
which gives an interest rate of 10% compounded
annually. How much did she invest at the start
if she got 6000 sh at the end of 2 years?
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TEST 5
1. Find
the compound interest on sh 5000 invested at 3%
per annum after 4 years.
2. Dikshi
deposited the amount of 10,000/= in a bank
which gives an interest rate of 3% for
3 years.
Calculate the simple interest she got?
3. Find
the length of an arc if the radius of the circle is 7 cm.
4. Change ^{∏}/100 radian into degrees.
5. Distribution
of length of nails in mm is as shown below.
Length(mm)

15  19

20 24

25  29

30  34

35  39

40  44

45  49

Frequency

3

7

10

14

8

5

3

Calculate
the median.
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TEST  6
1. If F(x) = 10x  3; Find F^{1}(11).
2. if F = MNQ^{ }make Q the subject of the formula.
3. Salma invested a certain amount of money in a bank which gives an interest rate of 10% compounded annually. How much did she invest at the start if she got 5000 sh at the end of 2 years?
4. Find the length
of an arc if the radius of the circle is 30cm.
5. A man got a profit of
200/= after selling an item for 6000/=. Find the percentage profit.
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TEST  7
1. Evaluate 720^{2} – 680^{2}
2. If 16x^{2} + 8x + h is a
perfect square, find h
3. Expand 8x(3x – 2)
4. If n(A)= 42 , n(B)= 70 and n(AuB)=88,
find n(AnB).
5.
Evaluate Log_{2}(32 x 64).
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TEST – 8
1. If Log_{a}x = ^{1}/_{2}^{ }Log_{a}16+ ^{1}/_{3} Log_{a}64 find x.
2.
Solve the following equations by elimination method.
2x  y = 3
x + y =
9
3. If n(A)= 100 , n(B)= 140 and
n(AnB)=150, find n(AuB).
4.
Find the axis of symmetry for F(x) = 6x^{2} + 10x + 8
5.
Solve the following equations by substitution method.
x + y
= 9
x + 3y = 13
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TEST– 9
1. If K = WR^{2}G^{ }make R the subject of the formula.
2. Dikshi deposited the amount of 6400/=
in a bank which gives an interest rate of 5% for 4 years. Find the simple
interest she got?
3. Find the length of an arc if the
radius of the circle is 40cm.
4.
Change ^{∏}/60 radians into degrees.
5.
A man got a profit of 500/= after selling an item for 4500/=. Find the
percentage profit.
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TEST – 10
1.
Evaluate (6√2
)^{2}.
2. Evaluate 44 x 237 + 463 x 44
3. If 4x^{2} – 20x + t is a
perfect square, find t
4. Factorize 2x^{2}  7x  30
5.
The probability that it will rain tomorrow is ^{5}/17. Find the
probability that it won’t rain.
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TEST – 11
1. If 3x – 3 ≤ x + 15 ≤ 6x; find x.
2. Evaluate 380^{2} – 280^{2}
^{}
3. Write 0.036225017 correct to
i) 2 decimal places
ii) 3 decimal places
iii) 8 decimal places
iv) 5 decimal places
4. How many grams are
there in 0.0136Kg?
5. Find the slope of a line which passes
through (6, 13) and (14, 8)
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TEST – 12
1. If n(A)= 85 , n(B)= 76
and n(AnB)=60, find n(AuB).
2. Factorize 2x^{2}
+ 13x + 21
3. If log_{7} (2x + 3) =2; find x
4. The probability that Ana will pass is 3/13.
Find
the probability that she will not pass.
5. If Log_{a}x = ^{1}/_{2}^{
}Log_{a}36+ ^{1}/_{3} Log_{a} 343
find x.
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TEST – 13
1.
Find the sum of the polynomials P(x)=3x^{2}  3x + 9, Q(x)= 5x  2
and
R(x)= 4x^{3}  2x^{2} +
9
2. In a mixed school the number
of boys is 100. If there are 180 students, find the ratio of boys to girls.
3. Find the axis of
symmetry for F(x) = 6x^{2}  96x + 3
4. If F(x) = log_{2}x,
Find F(^{1}/_{128})
5. If F(x) = 9x + 2; Find
F^{1}(x).
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TEST – 14
1. If F(x) = 2x  86; Find
F^{1}(44).
2. Find the
equation of the line having a slope of 2/5 and passing through (8, 8)
3. Area of a
rectangle is 84 cm^{2}. Find its perimeter if its width is 7cm.
4. Evaluate the following
giving your answer in standard form.
(28628.7 x 10^{20}) ÷ (5 x 10^{60})
5. The 1st term of an A.P. is 20 and the common
difference is 34.
Find the 10th term.
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TEST – 15
1. Change ^{2∏}/10
radians into degrees.
2. 16^{y1} = 256^{y} ; find y
3. F(x) = 31x 5. Find F(2)
4. How many grams are there in 0.016Kg?
5. Find x if a line which passes
through (x, 13) and (4, 8) has a slope of
^{2}/7
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Nyc brother
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