(+69)-(-10)=
(+79)
4/7 of a number is 84. Find the number.
The number is 147.
0.46+1.25=
1.71
Three coins are tossed up in the air, one at a time. What is the probability that two of them will land heads up and one will land tails up?
3/8
0.51×3.4=
1.734
(-43)+(+55)-(-5)=
(+17)
2/9 of the people in a restaurant are adults. If there are 95 more children than adults, how many children are there in the restaurant?
There are 133 children in the restaurant.
(0.27+9.63)÷5.4=
1.83
A two-digit number is chosen at random. What is the probability that the chosen number is a multiple of 7?
13/90
Mr. Smith is 81 years older than his grandson, Victor. In 3 years, Mr. Smith will be four times as old as Victor. How old is Victor now?
A. 21 years old
B. 22 years old
C. 24 years old
D. 27 years old
24 years old
(+51)x(-7)-(+3)+(-6)=
(-366)
Gary and Henry brought an equal amount of money for shopping. Gary spent $95 and Henry spent $350. After that Henry had 4/7 of what Gary had left. How much money did Gary have left after shopping?
Gary has $595 after shopping.
((20.50)÷(1.25))x(2.57)-5.89=
48.038
A bag contains 14 blue, 6 red, 12 green, and 8 purple buttons. 25 buttons are removed from the bag randomly. How many of the removed buttons were red if the chance of drawing a red button from the bag is now 1/3?
1
"A man buys a horse for $60. He sells the horse for $70. He then buys the horse back for $80. And he sells the horse again for $90. In the end, how much money did the man make or lose? Or did he break even?"
He earned $20.
srry
(-98)÷(+2)-(-45)+(+69)+(-7)=
(+58)
1/9 of the shirts sold at Peter's shop are striped. 5/8 of the remainder are printed. The rest of the shirts are plain coloured shirts. If Peter's shop has 81 plain coloured shirts, how many more printed shirts than plain coloured shirts does the shop have?
Peter's shop has 54 more printed coloured shirts than plain shirts.
(31.10 × 11.47)-(44.46 ÷ (7.80+2.2))=
352.271
Suppose three days ago was Tuesday. What day of the week will it be 90 days from today?
A. Monday
B. Thursday
C. Friday
D. Saturday
In a class of p students, the average (arithmetic mean) of the test scores is 70. In another class of n students, the average of the scores for the same test is 92. When the scores of the two classes are combined, the average of the test scores is 86. What is the value of p/n?
The first class had an average of 70. That's 16 points below the average score of 86. Since there are p students in the class, the difference from the average is 16 p. The second class had an average of 92. That's 6 points more than the average of 86. There are n students in this class, so the difference from the average is 6 n. Because these classes average out together — as the problem says, "when the scores of the two classes are combined" — the deficit of points has to be equal to the surplus of points. Therefore, 16 p is equal to 6 n. 16 p = 6 n
p/n = 6/16, or 3/8.
((650)(45))÷((-5)*(30))+(-5)(-3)=
(-180)
The Cheshire Senior Center is hosting a bingo night; $2,400 in prize money will be given away. The first winner of the night will receive 1/3 of the money. The next ten winners will receive 1/10 of the remaining amount. How many dollars will each of the ten winners receive?
They will receive $160.
((67.22+4.57)(9.45-2.33))(4.55)+3.44
2329.14884
What is the volume of a cone with a height of 6 inches and a diameter of 4 inches?
A. 25.20in3
B. 25.12in3
C. 26in3
D. 25in3
25.12in3
The equation for the volume of a cone is V = 3.14 x r2 x h/3. r is the determine by D/2, which is: 4cm / 2 = 2cm, insert the value of r we have: V = 3.14 x 22 x 6 / 3 V = 75.36 / 3 = 25.12 cubic inches
The answer is that the empty ice cream cone represents the number three, the white ice cream scoop represents the number two, and the pink ice cream scoop represents the number one.