All Questions ⁺⁰230620 Questions

+1

6328

2

+16

engineering

If you ride your bike at an average speed of 15 mph, how long will it take you to ride to your grandparents’ home? Express your answer in hours (to the nearest hundredth of an hour). Convert to minutes (to the nearest minute).
grandparents house read more ..

off-topic

busbeelaila210 Nov 19, 2017

+1

1973

1

Find all values of A

Find the sum of all values of $a$ such that the point $(a,7)$ is $3\sqrt{5}$ from the point $(2,1)$.

Guest Nov 19, 2017

+1

6098

7

+16

engineering

If your average stride length is 2.6 feet, how many strides will it take you to walk to your grandparents’ home?
Hint: You will need two conversion factors.

off-topic

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busbeelaila210 Nov 19, 2017

+2

1270

10

+476

What is 98 to the power of 68 idk

idk 98to the power of 68 because it is my homework and ineed the answer

THANKS GUYS! I GOT IT!! IF YOU WANT TO ANSWER U CAN BUT I GOT THE ANSWER BY A FEW HELPFUL BUDDIES read more ..

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AsadRehman Nov 19, 2017

+1

795

2

+7

What is 26 0ver 40 in %

What is 26 0ver 40 in %

linnea7thgrade Nov 19, 2017

+1

788

1

+7

what is 29 over 41 in procent

what is 29 over 41 in procent

linnea7thgrade Nov 19, 2017

+1

2135

1

Find distance between x and y intercept

$A$ and $B$ are constants such that the graphs of the lines $3x - 4y = 7$ and $8x + Ay = B$ are perpendicular and intersect at $(5,2).$ What is $A+B?$

Guest Nov 19, 2017

+1

2772

1

Please help

Find the distance between the $x$-intercept and the $y$-intercept of the graph of the equation $5x - 12y = 60$.

Guest Nov 19, 2017

+1

3745

1

Help

Find the equation whose graph is the red line shown below. Write your answer in standard form. (Standard form is $Ax+By = C$, where $A$ is positive, and $A$, $B$, and $C$ are integers with greatest common divisor 1.)
https://latex.artofproblemsolving.com/7/4/c/74c5df86b7f00975450d79bdc41cd7a1f92e6039.png read more ..

Guest Nov 19, 2017

+1

1680

2

A family vacation trip took 12 hours.

A family vacation trip took 12 hours. Of the total distance, 4/5 was in a car and 1/5 was in a boat, and the car traveled 5 times as fast as the boat. How much more time, in hours, was spent in the boat than in the car?

Guest Nov 19, 2017

+1

884

1

What is the probability that the marble is red, given it came from bag A?

Probability of chosing bag A: 1/3 Probability of chosing bag B: 2/3 Bag A has 35 red marbles with 65 blue marbles. Bag B has 55 red marbles with 45 blue marbles If I get a red marble, what is the probability it came from bag A?

Guest Nov 19, 2017

+1

789

3

Please help x

I'm not an English speaker, so I apologize if the question is unclear, but thanks in advance if you'll help me!

read more ..

Guest Nov 19, 2017

0

1491

1

+510

Using a straightedge and compass, construct the perpendicular bisector of .

1.Using a straightedge and compass, construct the perpendicular bisector of .

SamJones Nov 19, 2017

0

791

1

+510

Proofs! (It has a number 6 and 7 I just couldn't fit it in the picture.

(It has a number 6 and seven also, I just couldnt fit them in the picture. Both of them are blank on the reason and statement.)

TheXSquaredFactor ●

SamJones Nov 19, 2017

0

10041

1

+510

http://file:///C:/Users/Student/Downloads/8120129%20(2).pdf

http://file:///C:/Users/Student/Downloads/8120129%20(2).pdf

help please.

SamJones Nov 19, 2017

0

1284

11

+536

This is a very hard problem, lets see if ANYONE (Even Moderators) Can try to figure this out.

What is the area of the red?

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ProMagma Nov 19, 2017

Nov 18, 2017

0

2

65596

4

+510

file:///C:/Users/Student/Downloads/8120129%20(1).pdf

http://file:///C:/Users/Student/Downloads/8120129%20(1).pdf

read more ..

SamJones Nov 18, 2017

+1

643

1

Triangle $ABC$ has a right angle at $B$. Legs $\overline{AB}$ and $\overline{CB}$ are extended past point $B$ to points $D$ and $E$, respect

Triangle has a right angle at . Legs and are extended past point to points and , respectively, such that . Prove that .

Guest Nov 18, 2017

+1

945

1

For what constant $k$ is 1 the minimum value of the quadratic $3x^2 - 15x + k$. x has to be real

For what constant $k$ is 1 the minimum value of the quadratic $3x^2 - 15x + k$. x has to be real

Guest Nov 18, 2017

+2

4901

1

+618

In right triangle $ABC$, we have $AB = 10$, $BC = 24$, and $\angle ABC = 90^\circ$. If $M$ is on $\overline{AC}$ such that $\overline{BM}$ i

In right triangle ABC, we have AB = 10, BC = 24, and .

If M is on such that is an angle bisector of , then what is ?

michaelcai Nov 18, 2017

+1

781

2

+594

Algebra 2

jbouyer Nov 18, 2017

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