Arithmetic - math word problems
Number of problems found: 2620
Compare with characters >, <, =: 85.57 ? 80.83
Convert 660 m3 of natural gas volume to energy units kWh. Combustion of 1 cubic meter of natural gas is released energy 10.55 kWh.
The arithmetic mean of the two numbers is 71.7. One number is 5. Calculate the second number.
Help little C.F. Gauss sum all the integers from 1 to 400.
Prove whether you can construct a triangle ABC, if a=9 cm, b=6 cm, c=10 cm.
27 students of 6.D class are going on a trip. They pay 9 € each. The teacher got 153 €. How many children have not paid?
The product of two consecutive odd numbers is 8463. What are this numbers?
Draw angle |∠ ABC| = 130° and built its axis. What angle is between axis angle and arm of angle?
- Circles 2
Calculate the area bounded by the circumscribed and inscribed circle in triangle with sides 12 cm, 14 cm, 18 cm.
Everyone complains about the lack of money. In fact, there is no shortage of money, but the relative scarcity of goods and things that people buy for the money. Calculate what percentage of the price of all goods and services rose immediately, if everyone
The surface of the sphere is 12100 cm2, and the weight is 136 kg. What is its density?
5500 lead shots with diameter 4 mm are decanted into a ball. What is its diameter?
How many are all subsets of set C = (97, 67, 66, 18, 59, 64)?
By introducing a new variable solve biquadratic equation: - x 4 +277 x2 -15876=0
Is true for any number a,b,c,d equality:? ?
- Is equal
Is equal following terms? -9 21 = (-9) 21
To binomial 36x2-168x add a number to the resulting trinomial be square of binomial.
Use law of square roots roots: ?
When gas consumption, the consumer may choose one of two rates: rate A - which pays 0.4 € per 1 m3 of gas a flat monthly fee of 3.9 € (regardless of consumption) rate B - which pays 0.359 € per 1 m3 of gas a flat monthly fee of 12.5 € From what monthly
- Quadratic equation
Determine the numbers b, c that the numbers x1 = -1 and x2 = 3 were roots of quadratic equation: -3x 2 + b x + c = 0