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18 questions to solve
Instructions
- This quiz goes to full-screen once you press the Start button.
- At the end of the quiz, you are able to review all the questions that you answered wrong and see their explanations.
What does
num.toPrecision(3)
round num
to?The
toPrecision()
method converts a number to a given amount of significant digits. Hence, in this case, num.toPrecision(3)
rounds num
to 3 s.f. This goes with choice (B). For more details, refer to JavaScript Number Methods — toPrecision()
.What does the following code log?
var num = 38.6;
console.log(num.toPrecision(2));
Rounding
38.6
to 2 s.f. gives us the number 39
. This is returned in the form of a string i.e. '39'
. Hence, the correct choice is (B). For more details, refer to JavaScript Number Methods — toPrecision()
.What does the following code log?
var num = 50.2;
console.log(num.toPrecision(4));
Rounding
50.2
to 4 s.f. gives us the number 50.20
. This is returned in the form of a string i.e. '50.20'
. Hence, the correct choice is (C). For more details, refer to JavaScript Number Methods — toPrecision()
.What does the following code log?
var num = 123;
console.log(num.toPrecision(1));
Rounding
123
to 1 s.f. gives us the number 100
. Since, the number 123
has more than 1 digit in its integral part, the return value of toPrecision()
is in exponential form. That is, instead of '100'
, '1e+2
is returned. Hence, the correct choice is (C). For more details, refer to JavaScript Number Methods — toPrecision()
.What does the following code log?
var num = 123;
console.log(num.toPrecision(2));
Rounding
123
to 2 s.f. gives us the number 120
. Since, the number 123
has more than 2 digits in its integral part, the return value of toPrecision()
is in exponential form. That is, instead of '120'
, '1.2e+2
is returned. Hence, the correct choice is (C). For more details, refer to JavaScript Number Methods — toPrecision()
.What does the following code log?
var num = -1234.56;
console.log(num.toPrecision(5));
Rounding
-1234.56
to 4 s.f. gives us the number -1234.6
. Hence, the correct choice is (B). For more details, refer to JavaScript Number Methods — toPrecision()
.What does the following code log?
var num = 15;
console.log(num.toPrecision());
Without an argument, the
toPrecision()
method throws an error. This is exactly what happens in the code above. Hence, the correct choice is (D). For more details, refer to JavaScript Number Methods — toPrecision()
.The return value of
toFixed(2)
is the same as that of toPrecision(2)
for the number 0.5
. Yes or no?For the number
0.5
, toFixed(2)
returns '0.50'
, and toPrecision(2)
also returns '0.50'
. They both return the same value back. Hence, the correct choice is (A). For more details, refer to JavaScript Number Methods.The invocation
toFixed(1)
is the same as toPrecision(2)
for the number 5
. Yes or no?For the number
5
, toFixed(1)
returns '5.0'
, and toPrecision(2)
also returns '5.0'
. They both return the same value back. Hence, the correct choice is (A). For more details, refer to JavaScript Number Methods.The invocation
toFixed(1)
is the same as toPrecision(2)
for the number 10
. Yes or no?For the number
10
, toFixed(1)
returns '10.0'
, and toPrecision(2)
returns '10'
. The return value of both the methods is not the same in this case. Hence, the correct choice is (B). For more details, refer to JavaScript Number Methods.What does the following code log?
var num = 16;
console.log(num.toFixed(2));
The
toFixed()
method converts a number into fixed-point notation having a given amount of decimal places. In this case, num.toFixed(2)
converts 16
to '16.00'
. This goes with choice (D). For more details, refer to JavaScript Number Methods — toFixed()
.What does the following code log?
var num = 123;
console.log(num.toFixed(-1));
Calling
toFixed()
with a negative argument is invalid, and leads to an error.. Hence, in this case, the correct choice is (D). For more details, refer to JavaScript Number Methods — toFixed()
.What does the following code log?
var num = 100.1806;
console.log(num.toFixed(3));
In this case,
toFixed(3)
rounds num
to 3 decimal places, i.e. 100.181
, and returns back the result in the form of a string, i.e. '100.181'
. This goes with choice (B). For more details, refer to JavaScript Number Methods — toFixed()
.What does the following code log?
console.log(-3.14.toFixed(3));
Owing to operator precedence, the
-
operator is evaluated last in the code above. First 3.14.toFixed(3)
is evaluated. This returns '3.140'
. Then the -
operator converts this string into a number and negates its sign. This gives the number -3.14
. Hence, the correct choice is (A). For more details, refer to JavaScript Number Methods — toFixed()
.What does the following code log?
var num = 106;
console.log(num.toExponential(1));
toExponential()
converts a number into scientific notation with given digits in the fractional part, and then returns the result in the form of a string. In this case, num.toExponential(1)
converts num
to '1.1e+2'
(having 1 digit after the decimal point). For more details, refer to JavaScript Number Methods — toExponential()
.What does the argument to the number method
toString()
specify?The number method
toString()
accepts an optional argument which specifies the base to which convert the given number to. This goes with choice (A). For more details, refer to JavaScript Number Methods — toString()
.What does the following code log?
console.log(10 .toString(16));
Called on the number
10
, toString(16)
converts it into hexadecimal representation. Since in hexadecimal, 10 is denoted as 'A' (or even as 'a'
), the method returns 'a'
. Hence, the correct choice is (C). For more details, refer to JavaScript Number Methods — toString()
.What does the following code log?
console.log( parseInt(100 .toString(2), 2) );
100 .toString(2)
converts 100
into binary representation, and then parseInt()
, with the second argument as 2
, converts this binary string back into a decimal notation. That is, we get the number 100
back in the end. Likewise, the correct choice is (B). For more details, refer to JavaScript Number Methods — toString()
.