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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem 1:Simplify (1 / 32)^3. Solution:(1 / 32)^3 = 1 / (32^3) = 1 / 32768
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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem 2:Evaluate: (5-1 * 82) / ( 2-3 * 10-1). Solution:= (5 - 1 * 8^2) / (2 - 3 * 10^(-1))= (5 - 64) / (2 - 3 * 0.1)= (-59) / (2 - 0.3)= (-59) / (1.7)≈ -34.71
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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem 3:Find the value of 'm' for which 6m / (6-3) = 65? Solution:6m / 3 = 656m = 65 * 36m = 195m = 195 / 6m = 32.5
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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem 4:Evaluate ^(-1). Solution:^(-1)= ^(-1)= (-1)^(-1)= -1
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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem 5:Simplify: (-3)^5 *(5/3)^5. Solution:(-3)^5 * (5/3)^5= (-243) * (3125 / 243)= -746875
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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem 6:Compare 7 * 10^(-6) and 129 * 10^(-7). Solution:7 * 10^(-6) = 7e-6129 * 10^(-7) = 1.29e-5 Since 1.29e-5 > 7e-6, 129 * 10^(-7) is greater.
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Answered on 05 Mar Learn Exponents and Powers

Sadika

Solution:To express the number in standard form, we move the decimal point to the right until there's only one non-zero digit to its left. The number of places we move the decimal point determines the power of 10. 0.00001275 m= 1.275 × 10^(-5) m So, the size of the plant cell in standard form... read more

 

Solution:
To express the number in standard form, we move the decimal point to the right until there's only one non-zero digit to its left. The number of places we move the decimal point determines the power of 10.

0.00001275 m
= 1.275 × 10^(-5) m

So, the size of the plant cell in standard form is 1.275 × 10^(-5) meters.

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Answered on 05 Mar Learn Exponents and Powers

Sadika

Solution:To find the thickness of 100 sheets, we multiply the thickness of one sheet by 100. Thickness of 100 sheets = 0.0016 cm * 100 Now, let's perform the calculation:= 0.0016 cm * 100= 0.16 cm Expressing the answer in standard form, we can write it as:0.16 cm = 1.6 × 10^(-1) cm So, the thickness... read more

 

Solution:
To find the thickness of 100 sheets, we multiply the thickness of one sheet by 100.

Thickness of 100 sheets = 0.0016 cm * 100

Now, let's perform the calculation:
= 0.0016 cm * 100
= 0.16 cm

Expressing the answer in standard form, we can write it as:
0.16 cm = 1.6 × 10^(-1) cm

So, the thickness of 100 sheets in standard form is 1.6 × 10^(-1) cm.

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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem:Express the following numbers as powers of prime factors: (i) 144(ii) 225 Solution:(i) Prime factorization of 144: 144 = 2^4 * 3^2 (ii) Prime factorization of 225: 225 = 3^2 * 5^2 So, the prime factorization of:(i) 144 is 2^4 * 3^2(ii) 225 is 3^2 * 5^2 read more

Problem:
Express the following numbers as powers of prime factors:

(i) 144
(ii) 225

Solution:
(i) Prime factorization of 144:
144 = 2^4 * 3^2

(ii) Prime factorization of 225:
225 = 3^2 * 5^2

So, the prime factorization of:
(i) 144 is 2^4 * 3^2
(ii) 225 is 3^2 * 5^2

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Answered on 05 Mar Learn Exponents and Powers

Sadika

Problem:Find the value of: (i) (-1)^1000(ii) (1)^250(iii) (-1)^121 Solution:(i) (-1)^1000 = 1 (ii) (1)^250 = 1 (iii) (-1)^121 = -1
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