Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 43

MEDIUM

6th CBSE

IMPORTANT

Earn 100

Think of a number. Multiply it by $5$ . Subtract $5$ from the result. Divide the result by $5$ . If adding $5$ to the result you get $5$ , then find the number.

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Important Questions on Algebra

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 44

If

8

pens cost

₹ w

, find the cost of

5

such pens.

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 45

'The sum of twice a number subtracted from

5

and thrice the same number added to

4

' can be expressed as

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 46

Twice a number added to

3

times itself equal to

95

. Find the number

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 47

Rehan attended a basketball camp for two weeks. His parents paid

₹ 50

, which was

\frac{1}{3}

the cost of attending the camp. Rehan had saved money to pay the rest of the cost. Which equation can be used to find

c

, the entire cost of attending the camp?

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 48

If

x = - 3

and

y = - 4

then the value of

24 x - 42 y + 27

is

MEDIUM

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 49

The sum of

3

subtracted from

3

times

p^{2}

and

17

subtracted from

12 q^{2}

can be expressed as

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 50

5

subtracted from twice a number gives

17

times that number. Find the number.

EASY

6th CBSE

IMPORTANT

Foundation Course Mathematics>Chapter 11 - Algebra>Exercise>Q 1

Write the following statements as algebraic expression.

Three times $' a'$ less than three fourth of $16$ .