help!

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The statement below describes a situation in which opposite quantities combine to make 0. Is the statement true or false? A mountain biker gets halfway up a hill and realizes he forgot his water, so he returns to his starting point. True False

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|dw:1440607171841:dw| right?
yes
So what do you think?
true
Bingo!
thanks! i have a bunch of more questions! cab you help?
hm... ok...
ok :) thx!
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here also you can apply the mountain biker's logic...
first he deposites\(\rightarrow\)going uphill then withdraws\(\rightarrow\)returning back
So, what would be the answer?
gotcha!
The statement below describes a situation in which opposite quantities combine to make 0. Is the statement true or false? Jeremy spends $4 for breakfast and then spends $4 for lunch. True False
This is easy for you. I know you know the answer.. :)
false
yep... climbing downhill and climbing downhill again
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It's not clear
ok im going to zoom in on each multiple choice
ok
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hm...... I think now you can help me to figure out what's the answer dear :)
no i dot know :(
remember our biker... Same logic applies here...
Here's the logic.: Start from zero. Going up means plus(+) Going down means minus (-) Got that?
c?
yep
gains---> plus losses---->minuses right? So what do you guess?
a
Very well done!
You know multiplying of mixed fractions right?
yes
What you want to know is the sighn, ok?
*sign
i got d
not quite...
b sorry @amilapsn
yep!
Without multiplying, determine the sign of the product (−247,634)(183,758). The sign of the product is positive because a negative multiplied by a positive is a positive. The sign of the product is negative because a negative multiplied by a positive is a negative. The sign of the product is negative because the first number is negative. The sign of the product is positive because the second number is positive.
b?
yep...
Multiply (3)(−4)(2). −48 −24 24 48
b?
Marlon withdrew $25 from his savings account every week for 5 weeks. Which expression is the best choice to help him determine the total amount of money he withdrew? (25)(−5) = −125; he withdrew $125 (−25)(5) = −125; he withdrew $125 (−25)(−5) = 125; he withdrew $125 (25)(5) = 125; he withdrew $125
yep you are correct....
withdraw means minus right?
yes
So what do you think?
a?
think again.... have you seen ..... ;)
is it either b or c?
It can't be c, Can you say why?
um i dont know
usually the terms cannot be minus values... they are always positive.... So 5 cannot be negative.... Got it?
got it! so b?
hm.... yeah...
you can think it like this way: Here's also the bicycle logic \[\Huge\sf\color{blueviolet}{a\star b}\] We always begin with zero... Let's think we are on the zero. first simply we go to the point a. For example if a=5 we walk to 5.. if it's -5 we walk to -5 Then we've to consider the \(\color{blueviolet}{\star}\). It can be \(\color{blueviolet}{+}\) or \(\color{blueviolet}{-}\) if it's + we don't have to turn But if it's minus we have to turn back... Then we have to consider about b If its minus we move bakward the amount of b... let say b=-2.. then we move backward two units if b is positive we just have to move forward the amont. Got it....
so what would it be
Can you please follow the steps and tell me the answer?
ok
a
yep....
What number should be added to 17 to make the sum 0? 0 –16 17 –17
d?
yep... !!
Use absolute value to express the distance between −10 and 16 on the number line. |−10 − 16| = −6 |−10 − 16| = 6 |−10 − 16| = −26 |−10 − 16| = 26
@ikram002p can you help her?
sorry have to do something =(
ok np .... @geny55 please bump your question.. someone will help you
Use absolute value to express the distance between −10 and 16 on the number line. |−10 − 16| = −6 |−10 − 16| = 6 |−10 − 16| = −26 |−10 − 16| = 26
@geny55 plz open new boards for new questions.
TY. :)
good luck on those questions
thx
@ikram002p please help
Use absolute value to express the distance between −10 and 16 on the number line. |−10 − 16| = −6 |−10 − 16| = 6 |−10 − 16| = −26 |−10 − 16| = 26
it's D your last answer i believe.
Plz don't give out direct answers @itsbribro
TY
it's alright. :)

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