Answer:
Let x be the width
Let (x + 1) be the length
x(x+1)=30
x^{2}+1x=30 or
x^{2}+x=30
because x is equal to 1 so no need to
add 1
x^{2}+x-30=0
Positive 30 became Negative 30 kase
minove
natin sya
(x-5)(x+6)=0
Find a number na 1 and sagot kapag
i-add man o isubtract basta kapag
minultiply is equal to 30, and we find -5
and 6.
- 5 + 6 = 1 and -5.6 - 30
So that the answer is
The x no. 1 is 5
The x no. 2 is 6
We know that the value of width can't
be negative
Width=5
Length=6
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Answers & Comments
Answer:
Let x be the width
Let (x + 1) be the length
x(x+1)=30
x^{2}+1x=30 or
x^{2}+x=30
because x is equal to 1 so no need to
add 1
x^{2}+x-30=0
Positive 30 became Negative 30 kase
minove
natin sya
(x-5)(x+6)=0
Find a number na 1 and sagot kapag
i-add man o isubtract basta kapag
minultiply is equal to 30, and we find -5
and 6.
- 5 + 6 = 1 and -5.6 - 30
So that the answer is
The x no. 1 is 5
The x no. 2 is 6
We know that the value of width can't
be negative
Width=5
Length=6